memoscan

0x99a9…b069

All memos sent from and to 0x99a9…b069.
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In Symbol 1, each mark on the digital canvas is made by text of the algorithm that created it. By viewing the art, you’re viewing its code – and the transformation of logic into art.
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***Melancholic Magical Maiden*** deconstructs the aesthetics of the 'magical girl' genre from 90's anime, where girls who possess magical abilities typically use them through an ideal alter ego into which they can transform. Emi Kusano reexamines these archetypal heroines, critically analyzing their impact on shaping gender and societal perceptions, and offers a contemporary reinterpretation of these narratives. Kusano's artwork reveals the duality of magic and reality, mirroring her childhood memories with magical girls. Utilizing a palette of subtle colors and nuanced text, she objectively interprets the nostalgic charm of classic anime alongside an insightful critique of societal constructs, forging a distinct visual language that encourages viewers to ponder the influence of childhood aspirations on their adult identity. **Technical Composition** In collaboration with creative coder Yurika Sayo and utilizing p5.js, *Melancholic Magical Maiden* delves deep into the 1990s anime culture. The artwork features effects when the heroines confront their enemies, including heart beams showcasing their charm, bubbles sparkling during their transformation into a secret identity, and mysterious magical circles. These symbolic elements are integrated into the narrative and are further enriched by CRT TV moiré patterns that add visual complexity. Moreover, the motifs include the magical compact used by the girls during transformation, fairy companions leading to other realms, and expressive large eyes, symbolizing iconic elements of the genre. Not confined to the aesthetics of girls' anime, the work also incorporates elements from boys' anime, such as robot motifs and explosion effects, traversing both feminine and masculine gender pressures. These elements are masterfully depicted through code. The AI-generated captions deliberately blur the lines of social pressure and anime quotes, offering an ironic commentary. This fusion of code and storytelling serves to evoke childhood memories while simultaneously prompting contemplation about the future, bridging past narratives with evolving perceptions of identity. **Official Token-Gated Prints** Collectors of "Melancholic Magical Maiden" will have the opportunity to purchase official, signed, token-gated prints from Emi Kusano. These prints, produced on carefully selected materials, will be available for those who have collected pieces from this series. Details on how to purchase will be announced following the sale.
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"][this.textMode];new FontFace("MyFont",`url(${Q})`).load().then((A=>{document.fonts.add(A),this.text.draw(),this.filter.textUpdate()})),this.camera=new A.PerspectiveCamera(30,this.sizes.width/this.sizes.height,.01,100),this.camera.position.set(0,0,10),this.camera.lookAt(0,0,0),this.scene.add(this.camera),this.renderer=new A.WebGLRenderer({canvas:B,preserveDrawingBuffer:!0}),this.renderer.setSize(this.sizes.width,this.sizes.height),this.renderer.setPixelRatio(1),this.renderer.setClearColor(new A.Color(.22,.22,.22),1),this.objects.set(this.random),this.objects.setDisplayScale(this.displayScale),0==this.bgStyle?this.filter=new H(this.renderer,this.sizes,this.scene,this.camera,this.text.textTexture,this.motif.texture,this.filterProperties):this.filter=new x(this.renderer,this.sizes,this.scene,this.camera,this.text.textTexture,this.motif.texture,this.filterProperties),this.clock=new A.Clock,this.count=0,this.stopTime=0}tick(){const B=this.clock.getElapsedTime()*this.animeSpeed;if(this.clock.running){if(0==this.bgMode){let I=B-5*this.count;I>5&&(this.objects.set(this.random),this.count++,I=0),I-Math.floor(I)<.12&&I<4?(this.camera.lookAt(0,0,100),this.renderer.setClearColor(new A.Color(.25,.25,.25),1)):I-Math.floor(I)<.24||I-Math.floor(I)>.96?this.camera.lookAt(0,.3*Math.sin(100*B),0):this.camera.lookAt(0,0,0),this.objects.update(this.renderer,this.random,I)}else if(3==this.bgMode){let A=B-10*this.count;A>10&&(this.objects.set(this.random),this.count++,A=0),this.objects.update(this.renderer,this.random,A)}else this.objects.update(this.renderer,this.random,B);this.filter.setTime(B)}this.filter.render(),B>60&&(this.clock.start(),this.count=0,this.random.init()),window.requestAnimationFrame(this.tick.bind(this))}resize(){this.displayScale=Math.min(window.innerWidth/4,window.innerHeight/3),this.sizes.width=4*this.displayScale,this.sizes.height=3*this.displayScale,this.camera.aspect=this.sizes.width/this.sizes.height,this.camera.updateProjectionMatrix(),this.renderer.setSize(this.sizes.width,this.sizes.height),this.renderer.setPixelRatio(Math.min(window.devicePixelRatio,2)),this.filter.setSize(this.sizes),this.objects.setDisplayScale(this.displayScale)}click(){this.clock.running?(this.stopTime=this.clock.getElapsedTime(),this.clock.stop()):(this.clock.start(),this.clock.elapsedTime=this.stopTime)}}(k,parseInt(tokenData.tokenId)%1e6,tokenData.hash);l.tick()})();
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xYXFhYHBwYGJyYHJiY3NzY2FxYXFhYHBwYGJyYXFxYWBwYHBgYnJyYmNzY3NjYBMjU1NCMhIiY0NjMhMjU1NCMhIiY0NjMhMhYVFRQGIyEiJjQ2MwUyFhUVFAYjIyIVFAcGBwYUFxYXFhYHBgYnJicmBwYHBiYnJjY3Njc2NicmJyY2Nzc2NCMjIiY1NCMjIiY1NTQ2MwU2JiMjIgYXFhcWNzY3NTQjISIVFRQzITJqEgUPARAwEycrEgMPAw4vERhlEgYPAQ8vEyo4EgQPAw4vERxwBBcWBytBCy4UChMLCzUtCCsCMwgI/nEQGBgQAY8ICP5pFh4eFgHuFyEhF/4JEhkZEgIiFyIiFxYFEjBAAgNLVxYWCAkqGJBuCAdumhgsCQgWFVtRAgECICIQBxMSAgI1DBEEFxchIRcBlQICAuACAgIrPwgHQJQI/lUICAGrCAKtDi4SARMFDh0lEC4TBBIDDxWuDi8SARIHDh8xEC8TAxIDDxmCAQcpFoJ0FAsNBg0uFF13FxYBAAgQCRciFwkQCB8sHiEX4RciGSQaeCIXUxciBB8VOCoBBgEUDwQmFBcXBB0rAwMrHgUZFxQlBA8UAQQCEx0OJwkJAQMRDAQiF1MXIuwCBAQCKx4DAx6aEwkJEwkAAAAACAAu/6kDtQMxABEAIwA1AEcAWQCTAJ8AqwAAASYnJjY3NzYWFxYXFgYHBwYmJRYWBwYHBgYnJyYmNzY3NjYXBRYWBwcGBicmJyYmNzc2NhcWAyYmNzc2NhcWFxYWBwcGBicmFxYWBwYHBgYnJyYmNzY3NjYXNzQ2MzMyNTU0NjMzMhYVFRQzMzIWFREUDgQjIicuAjYXMhYWMzI2NTU0IyEiFRUUBiMjIiY1ExUUMyEyNTU0IyEiFRUUMyEyNTU0IyEiAX4OIAoQFgUXKwsaFQkRFgYWKwIDFhQIBygKLRYIFhAKHREIKxb9hhIFDwMPLhI9ERIGDwEQLxM5rhIHDwIPLxMqOBIEDwMOLxEcchcUByo+Cy8TChMLCzUtCCoWWiIXpgkhFxEXIgioFyIBDA0nJycIOBcgAiEWChcNAxcHCf7DCSIXEBciggkBPQkJ/sMJCQE9CQn+wwkCYCBHFSwIAgkRFjYyFisIAggRzggqFhJdFhMJAwgrFUEsFhQIUxAvEwMSAw8zDQ4uEgESBg4s/vYOLxIBEgcOHzEQLxMDEgMPGYgJLBZ+bxQKDQYNLhRddxYTCNgXIgjNFyIiF80IIhf+XCorKQ8NAQIBIy4fAQEBCyMTCQl6FyIiFwHNMAkJMAivNQkJNQgACAAp/7IDygMYABEAIwA1AEYAUgBeAIsAwAAAEyYmNzc2NhcWFxYWBwcGBicmByYmNzc2NhcWFxYWBwcGBicmAyYmNzY3NjYXFxYWBwYHBgYnARQGIyEjIiY1ETQ2MyEyFhUHNTQjISIVFRQzITI1NTQjISIVFRQzITIDNhYXFgYHBgcGJicmNjc2Njc2NTU0NjMzMhYVFRQzMzIWFAYjIyIVFRQWNzYlFhYHDgMHBiMiJyYmNRE0NjMzMhYVFRQ3Njc2FhcWBgcGBwYVFRQWFzIWMjYzNjY3NjZzEgYPAhAvEzkVEgQPAw8tEjVLEgcPAg8vEyo4EgQPAw4vERwtFAoMMiwIKhYEFxQHKD0LLxMDMSIX/nxGFyIiFwHKFyKCCf7WCAgBKgkJ/tYICAEqCegVIwMDGRaDexYjAwMcFwYWBQgiFxAXIglKFh4eFkoJBAMeAZYXHQEECBgcHzAYHio5HCIXEBciCDcuEykJCg8UTkMIBAwDDQgQBBEJAgEgAq0OLhIBEgYOLBIQLxMDEgMPLMkOLxIBEgcOHzEQLxMDEgMPGf41DS4VWXMWEwgBCSsXfGoUCg0B9RciIhcBIhciIhf3LggILgmdKwkJKwj93QUXFRcmBiERAxsXFiMDAQMBAgj7FyIiFwkJHiwfCGADBQEGSwMkFjg5IggCAgIDGCwBLBciIhcVCQQWGAoOExQrCiYWAwhlDgQBAQEBEy8WHAADACb/nAPKAzYAEQDfAOsAABMmJjc3NjYXFhcWFgcHBgYnJiUyFhQGIyMiFRUUMzMyFhURFAYjIicmJicmNhcWMzI2NRE0IyMiFRUUMzMyNTU0NjIWFRUUBisCIhUUBiMiJjU1NDYyFhUVFDMzMjU1NCMjIhURFAYjIyImNTUmIwYHBgYnJyYmNzY3NjYXFxYXFhY3NTQ2MzMyNTU0IyMiJjQ2MzMyNTU0IyMiJyYGFRQHBwYGJyYnJiY3NzY2FxYXFhcWNTQ2MzMyNTU0NjMzMhYVFRQzMzI1NTQ2MzMyFhUVFDMzMhYUBiMjIhUVFDMnNTQjIyIVFRQzMzI+EgYPAQ8wEyo4EgMPAw4uERUDCxYeHhbqCQnGFyEmTSclFiABAR4WEBYXCAiLCAgSCBomGiEXIpgHHhQVHRomGggSCQmLCCIXCxchAQIsOwsvEwoTCws1LQgqFgQZCgEBASEXxQkJ6RYeHhZsCAhUHQ8BAQ0DDy4SPRESBg8BEC8TRgkKAwIeFVQIIhcNFyIIhQkiFw8XIQlJFR0dFUkJCYkJhQgIhQkB0A4vEgESBw4fMRAvEwMSAw8Sph4sHggbCSIX/tRnMgIBIRcWHQEBCBkBAAkJoAkJWhMaGhOPFyIHFB0dFc4TGhoTWgkJoAkJ/qIXIiIX7QGFZRQKDQYNLhRddxYTCAEJGQEBAX0XIgkbCB4sHgk8CRkBAgEXEAMSAw8zDQ4uEgESBg42CAoGAgIVHggKFyIiFwoICAoXIiIXCggeKh0JPAkJPAkJPAkAAAAACAAh/6QDvwNFABEAIwCkALAAvADIANQA4AAAEyYnJiY3NzY2FxYXFhYHBwYGAyYmNzY3NjYXFxYWBwYHBgYnATIWFRUUBgciBwYjIyIVFRQzMzIWFREUBiMjBhcWFxYWBgYnJicmJjc3NiMjIgYXFxYGBwYHBiYnJjY3Njc2NCsCIiY1ETQ2MzMyNTU0IyMiJyYjJiY1NTQmBwYGJyYnJiY3NzY2FxYXMhQXFjY1NjYzMzI1NTQ2MzMyFhUVFDMDNTQjIyIVFRQzMzI1NTQjIyIVFRQzMzIXNTQjIyIVFRQzMzInIhUVFDMzMjU1NCMlITI1NTQjISIVFRSYMC8SBg8BDzATMi0SBA8DDi9eEwoLNS0IKhYEFxQHKEELLxMDLxciHxcGBAwhrQgIuxchIRdvAQFaVRUMGC4UVVYVDwoIBAiUAwMCBQwKFFFuFysLCRIVb0gBAitFFyEhF7YICKUhDAQGFx4EAg8tETUaEgYPAhAvEzkVAQEBBgIgFtkIIhcUFyIIiglsCAhsCQlsCAhsCf0JbQkJbQl2CQltCQn+cQG7CAj+RQkBeSskDi4SAhIGDiYnEC4TBBIE/mQNLhRddxYTCAEJLBZ6cxQKDQMyIhdXFiACCB4JFAkhF/7wFyEBAiIuCy8oCwswJQkrFBAIBgIJFS8NMiYIFBYUKAgmKQEEIRcBEBchCRQJHggCIBYGAgECEQIPLBQOLhIBEgYOLBICAQICAhYdCAoXIiIXCgj90ioJCSoIkykICCkIgyoJCSoIxAgpCAgpCOUJGQgIGQkAAAAACQAm/6YD0gMyAA8AIQAzANcA4gDvAPsBBwEUAAATJiY2NhcWFxYWBwcGBicmByYmNzc2NhcWFxYWBwcGBicmAycmJjc2NzY2FxcWFgcGBwYGASIGFxYXFhYHBwYGJyYGFREUBiMjIiY1NCMhIhUUBiMjIiY1ETQHBiYnJyY2NzY3NiMjIiY0NjMzMjc2NTQjIyImNDYzMzI1NDYzMzIWFRQzMzIWFAYjIyIVBgcGMzMyFhQGIyMiBhcWFxY3Njc2JiMjIiY0NjMzMjc2NzQjIyImNDYzMzI1NDYzMzIWFRQzMzIWFAYjIyIVFAYHFDMzMhYUBiMFBhYzMzI2JycmBwczMjYnJicmBwYHBhYBNTQjISIVFRQzITI1NTQjISIVFRQzITI3MjYnJicmJgcGBwYXXhMFHi4UOBkTBA8BDy4SBG4SBQ8BEDATKywSBA8DDi8RMQcKEwsLNScIKRYEFxQHKzYLLwMEAwMBHCUSDgkJByIOAgQhFyoOEgT+0AUTDSkXIgQLIAcPCwsTKBkECBgVHR0VNwgCBggzFR4eFTcIHxYRFh8IGRUdHRUbCgICAgkpFR0dFQsCAwIfJAUGLRUCAwMCFR4eFSIHAgICCCEVHR0VIwgfFhIWHwg9FR4eFT8JAQEHTxUdHRX+iwICAlUCAgIgBwbNawMDAhclBgMRHQIDAXkI/tgJCQEoCAj+2AkJASgIPQMDAiEPAQUBFCUCBQKuDi4kBw4qFQ8wEwISAw8DoA4uEgETBQ4gJxAvEwMSAw8q/hYGDS0UXmcWEggBCSsXfGAUCgI5BQI0IxIvGBQRCgwCAwL+yBciEg4FBQ4SIhcBNgYECwYOHxYvESUyCB0qHgghBgkdKh4HFh8fFgceKh0JGg0IHiodBAIfMAcGKyQCBR0qHggMHAgdKh4HFh8fFgceKh0JBhsGCB4qHY0BBAQCHgUEJQUCJSsGByQrAgX+zzEJCTEIoi8ICC8JoAYCMCECAgIrKgQCAAADAET/tgOkAy0AKQA7AE0AAAEGBgcGJicnJjY3JBE1NDYzMzIWFRUUBxQXFhUSBRYWBwcGBicmJicmIgEWFgcGBwYGJycmJjc2NzY2FwUXFhYHBgcGBicnJiY3Njc2NgH2NKtrFi4PCA0KFAFOIRcYFyEBAgEYATQUCg0IDjAVaKUyAQUBeRcYByVDDC4WCBQMCzgkBykW/ZAKFxkGJDwLLRYGFA8KNx4GJwErc7s7DA0VChIrC7wBb6AXISEXoBYLBgoDBf69rwsrEgoUDQw7unMCAWkGKRZ6cxUMCwUKLRNhcxcXBhICBSkWh3IVDgsDCiwUbHUWGAAAAAADACf/swPSAyMAKwBlAHUAAAEyFhUVFAYjIyIVERQOBCMiJyYmJzUmNhcWMzI2NRE0IyMiJjU1NDYzASY2NzYRNTQ2MzMyFhUVFAcWFzY3NjYXFhYHBgcGBicnJgcGBwYXFhcWBgcHBiYnJicmIgcGBwYmJxMmJjc2NzY2FxYWBwYHBgYDmhchIRctCQMNEScsJy5gGSICASAXVychDAnlFyIiF/5NEAEPiyEXDBciBwEBJRgFJBUVFwQaKwgsFhYHAgEEAQVPPAwMFAITLAsmLQEFASpHDy4PCxUYBBADAR8UFh0BAxMEIgMCIhcDFyII/dIpMCkSDQMGASMZAxYhAgYNIgIuCCIXAxci/N8SMBOxAVqqFyEhF6pDUgEBY2gVFwQFIhV0cxYTCQkDCAcTBwl7bRUvDgENDBRFSgICdVQRAhIBbAckFmWDFRwCAiAWjm8UFQAAAAQAGv+4A7EDDgAkADYASABiAAAXJjY3NjY1NTQ2MzMyFhUVFBYXFhYHBwYGJyYmJyYHBgYHBiYnEycmJjc2NzY2FxcWFgcGBwYGJScmJjc2NzY2FxcWFgcGBwYGAScmNzY2NTU0NjMhMhYUBiMhIhURFAYHBgbkCw4ViHwiFxcXInSCFA4LCAwtFU5+KQQELYlTFi4LPgcVDgokGQYoFgYXGAYYKgouAbgHFQ0LJxsHKRYHFxcHHCwMLv1DEiQWHBYiFwLfFiEhFv1zCSgsCikWFCwLSMePdBciIhd0lMRGCywUDRUQCyuIVAYGVIgrCxAVATUDCSwUSVkXFwcBByoXX1MVDxkDCSwUSVQXFgcCByoWXFAWDv7CFio1R7Sm5hciIC4gCf77lMpVEwMAAAAGAD//rAOpAzQAJAA2AEgAbQB/AJEAAAEGBicmJicmBwYGBwYmJycmNjc2NjU1NDYzMzIWFRUUFhcWFgclJyYmNzY3NjYXFxYWBwYHBgYlJyYmNzY3NjYXFxYWBwYHBgYBJyY2NzY2NTU0NjMzMhYVFRQWFxYWBwcGBicmJicmBwYGBwYmExcWFgcGBwYGJycmJjc2NzY2BRcWFgcGBwYGJycmJjc2NzY2A5UKKxhrqjQFBjWvbhgtCgYJFBavkyEXGBchk68WFAn9BAgTCgwdFgorFwgXFAoYIg4wAhwJEwkOIB0MLBcKFhEKHCgQMf1lBgkUFrGWIRcYFyGWsRYUCQYKLBhtrDQFBTazcBgstAgXFAoZIQ4wFwgTCwwhEwosAlUJFhIKHxoPMhYJEwoNGxcMLQF+FxYGHGlDBwdEaRwGFxcNFCcFK3xeKxciIhcrXX0rBScUowMJKRIqMRYVBwMHKRU1MhUMFgQJKhAoNBUTBwQIKRQ2MhML/asNFCcFK31dQxchIRdDXX0rBScUDRcWBh1pQwYFRGscBhcBgAMHKhU3LxUMCgMJKRIwKhYWFQMHKRQ5IhQKCwQJKREkKBUUAAYAP/+iA6wDQQAqADYASABaAGwAfgAAEzQ2MzMyNTU0NjMzMhYVFRQzITIWFAYjISIVFRQzITIWFRUUBiMhIyImNTcVFDMhMjU1NCMhIgMmJjc2NzY2FxcWFgcGBwYGJzcmJyY2Nzc2FhcWFxYGBwcGJjc2FhcWFxYGBwcGJicmJyY2NwUWFxYGBwcGJicmJyY2Nzc2FnsiF9UJIRcYFyEJATsWISEW/sUJCQERFyIiF/3NTRcihggB1ggI/ioIphMJDiAlDS0WBhUODCQnDjAU9woGBBsXDBgnBAQMAx4XDBcl6xgrCAocBxcWCRcqCBMSCBUWARseKQwMFAYVLgwkIw0KFAYVMAHdFyEJ6xchIRccCSAuIAhQCSEX7xchIRexdgkJdgj+FwwtEyw8FA4KAwssFD03EwkNHkYlFyUDAgMdFxZXFyQDAgMexwUWFhxTFicFAwUZFzwwFSgFCytEFC0LAwsNFDo0EywLBAsLAAAAAAsAKP+iA8ADSABHAFMAXwBrAHcAgwCPAKEAswDFANcAABMiJjQ2MzMyNTQnJyYmNzY3NjYXFxYWBwYGFQYWMyEyFhQGIyMiFRUUMzMyFhQGIyMiFRUUMzMyFhQGIyEiJjQ2MzMyNTU0IyUVFDMzMjU1NCMjIhUVFDMzMjU1NCMjIicVFDMzMjU1NCMjIhUVFDMzMjU1NCMjIicVFDMzMjU1NCMjIhUVFDMzMjU1NCMjIgMXFhYHBgcGBicnJiY3Njc2Nhc2FhcWFxYGBwcGJicmJyY2Nzc2FhcWFxYGBwcGJicmJyY2Nzc2FhcWFxYGBwcGJicmJyY2N2EXIiIXLggHMRMFDkUyDi8YFhUSCwEEAgMDAhEWHx8WCQkJLRciIhctCQkeFh4eFvz4Fh4eFh4JCQICCDAJCTAICDAJCTAIvgg0CAg0CAg0CAg0CLsJMAgIMAkJMAgIMAk1BhUODCQnDjAUBxMJDiAlDS23GCcEBAwDHhcMFyUDCgYEGxfQGCsIChwHFxYJFyoIExIIFRbJFTANHikMDBQGFS0NJCMNChQBmCIuIggHBR0LKxBOTxUVBQUFJxIBBQECBh8sHwlsCCIuIgh0CR4sHR0sHgl0COZsCAhsCfd0CQl0COZsCAhsCfd0CQl0COZsCAhsCfd0CQl0CP7yAwssFD03EwkNBQwtEyw8FA4RAx0XFlcXJAMCAx4XRiUXJQMGBRYWHFMWJwUDBRkXPDAVKAUJCwsUK0QULQsDCw0UOjQTLAsAAAYALv+iA7ADOQCUAKMAtQDHANkA6wAANycmNjc2NzYnJiYnJjY3NhYXFhcWNzY3NicmJicmNjc2FhcWFhcWNzY3NiYjIyIHBgcGJiY2NzY3NhcXFhYHBgYHBhYzMzIWFRUUBxUzMj0CNDYzMzIWFRQWNzc2NhcWFxYWBwcGFjMyFhUVFAYjIyIXFhcWFgcHBgYnJicmBwYHBiYnJyY2NzY3NiMjIgcGBgcGJgEVFBYVFDMzMjYnJicmBgEXFhYHBgcGBicnJiY3Njc2Nhc2FhcWFxYGBwcGJicmJyY2Nzc2FhcWFxYGBwcGJicmJyY2Nzc2FhcWFxYGBwcGJicmJyY2NzoDCRIVIi4GBQklCQ4EEBAsDhIkBgUTEgUFCSQJDgMQESsOBhkGBwQcEAEEA4gIBjI2Ei0YCBNTNyM1AhURCwEDAQIDA5cTHAEwCSIXHBMaBAESEDATHiATBQ8TAQICFR4gF4EIAiiBEgcPBhAwFG8+AwRGdxQvEAcOBhKMLAIHRAkDO7hzFCwClQEJbQIBAj4zAgX+CgYVDwopJw0vFAcTCg0mJAstthgmBAoIAx4YDBckAwcLBBwX0BcrByAKBxgXCRcpBwwdBxYWyRUtDSAtCw0VBhUtCyIqDAwUzAgWLAsSIAUHCyoKECkNDgMQFCoGBRITBwYKKQoQKg0NAxAHGwcHBy4nAwUGNCoOCSgvD0JJLQsBBSYSAQUBAgUcEysEAgEJFVIXIRoTAgEBFxMHDhUZDi8TGAEFHhUEFiEIfGIOLhEHEwcPV4AFBn9ZDgcTCBEtDWR8CAdrtD0LEQIjOgMOBAkFATIkAgP9xQILLBVOOxQKDQUMLxM6QxUOEgMdFz9FFyQDAgMeGD1FFyUDBgYXF18lFikFAgUXFytZFigFCAsMFDRQFS0LAwsOFD9EEy4LAAYAF/+4A80DRwA2AEUAZwBzAH8AuwAAFyY0NzY2NTU0NjMyFh0CFhc2NzY2FhYHBgcGBicmBhUGFQYXFhcWBgcGJicmJyYiBwYHBiYnEyY3Njc0NhcWFhUGBwYGAQYHBjMzMhYVERQGIyEjIiY1ETQ2MzMyNzY2NzY2FxcWFhM1NCMhIhUVFDMhMichIhUVFDMhMjU1NBMyFhQGIyEiJjQ2MzMyNTU0IyMiJjQ2MzMyNTU0IyMiJjQ2MyEyFhQGIyMiFRUUMzMyFhQGIyMiFRUUMzIODjUyIBcWIAEBDQsEHCASBBwuBRQLAgMGAQQwKgwIEQ4oCh4QAQUBIzMMKw0IJwURARoREhgDEgIeAmoBBAIIrRciIhf+lU0XIiIXcAgEAgQCCCcYFRcaWgj+8ggIAQ4ICP7yCAgBDgh/Fh8fFv3gFh8fFscICKASGRkSoAgItBQeHhQB/hQeHhS0CAigEhkZEqAICCIVMhVU9r2sFiAfF6wTAQErMRESCBwRfXgLCAUBAgE2AgcIUEwWMREPBxI2GwICckkRAhIBZg8re30RGAIBGxKXeBERAc8FCgghF/73FyIiFwEJFyEJBBEEGBwCAgIk/ronCQknCL0IJggIJgj9lyAsHx8sIAgnCBokGggkCB4oHh4oHggkCBokGggnCAAAAAkAQP+kA7UDEwAQABwAKABmAHIAhACWAKkAugAANyImNRE0NjMzMhYVERQGIyMRFRQzMzI1NTQjIyIVFRQzMzI1NTQjIyIBMhYHDgIjIicmJicmNhcWMzI2NzQjIyIHBgcGFjMhMhYVFRQGIyEjIiY1NTQnJyY2NzY3NiMjIiY1NDYzExUUMzMyNTU0IyMiASYmNzY3NjYXFxYWBwYHBgYnJTc2FhcWFxYGBwcGJicmJyY2NzYWFxYWFxYGBwcGJicmJyY2Nzc2FhcWFxYGBwcGJicmJjY3fxciIhfJFyIiF4gIPggIPggIPggIPggCvBciAQIaMjUdNhYfAQEbFCYGHBMBCGQJAh99AgECAUMXISEX/s9FFyEFCAwNFGIgAghaFx8gFlMI1wgI1wj+KRMIDiAjDS8WARUODR4nDzAVARYJGCcFDAUEHhcMFyUEBQoEG+gYLQkIGAIHFhYKGCkIFAwIExbGFTEOGygNCxQEFTANNBwJE6kiFwHzFyIiF/4NFyIB7nwJCXwJ/4UICIUIAWoiF3JtIgMBHRYTHQECIz4ICYxRAQQhF78XIiIX4gcIDhQrCzhaByAWFyD+PFQJCVQJ/mULLBEoMhQNCwEKLBQvMhMJDbQBAxwYPB0XJQIBAh4XJzAWJgUGFxcSQwYVJgUCBBgXOB4VKAULDAoTJDsTLQsDCwsUSyQtCwAAAAoAJv+kA98DPACaAKkAtADeAOsA9wEJARoBLQE+AAATNjc2IyMiJjQ2MzMyNTU0IyMiJjQ2MzMyNTQ2MzMyFhUUMzMyFhQGIyMiFRUUMzMyFhUVFBcWFxYzMhcWNjU2NzQjIyImNDYzMzI1NTQ2MzMyFhUVFDMzMhYVEjMyNzY2FxYHBgYjIiYnJgcHBgYnJicmBwYHBiYnJyYnJgcGBwYHBiYmNjc2NzI1NTQjIyImNTU0BwYmJycmNgUGFxYXFjUmJzQjIyIVFCUVFBYyNjc0IyMiBxUUMzY3NhcWMjcyNjU2NzYnJiYnJicmBwYjIiciFRUUMzMyFhQGIyMiJwYzMzI1NTQjIyIHBgcGFjMzMjU1NCYHBhMXFhYHBgcGBicnJiY3Njc2Nhc2FhYXFgYHBwYmJyYnJjY3NzYWFxYWFxYGBwcGJicmJyY2NwUWFxYGBwcGJicmJjY3NzYWTS0VBAgsFBwcFGsICE0UGxsUTQgiFxEXIQlMExsbE0wJCVoXIgkdDgQJCAcBAgICCB0WISEWHQgiFwMXIglyFyIBFAYFARkOJwMJOisiLQ4CBBUNKw0MGAUDGywPLg8JBwEEBAwSiccWIQQcFidACQk5Fh4ECxUEBwcTAnQBBigqBA8BCSsI/tkHJAkBCCQJQQgpLxoRAQgBAQIoFgMHAggDCQcEBxY4Nh4ICWATGhoTYAllBAgqCAgUBwQGXQICAjoIAwIYIQEVDg0eJw8wFQYTCA4gIw0vsxgoCgsEHhcMFyUEBQoEGxfRGC0JCBgCBxYWChgpCBQMCBMWARobKA0LFAQVMA00HAkTBRUxAdsZIQYdKB0IEQkbJhsJFyEhFwkbJhsJEQgiFxEHAgMWBgUBAQEgPwkhLCEJHhchIRceCSEX/o5RDw4HFCplXzNEBwYcEQERDxwFBj81EgESCgoBBgQMAxIRAhwsIAICBgkhCR4WBAQCBQsLFhUoIggGKTUEBW62CAhdCQsOBgkWCPIVCAQFAxYCAgQBLkUHBwIIAggMCAIGAwgOCBsmGrsICSUICRJuAQQINgICAh/+xwEKLBQvMhMJDQMLLBEoMhQNEQMcMEEXJQIBAh4XJzAWJgIDBhcXEkMGFSYFAgQYFzgeFSgFBiQ7Ey0LAwsLFEskLQsDDAoAAAAABwAX/6QDxwMrAA4A1ADkAPUBAgESASMAABMmNzY3NDYXFhYVBgcGBiUiFxYXFhYHBwYXFhcWBgcHBiYnJicmNjc3NicmJyYmBwYHBiYnJyY2NzY3NiMjIgcGBwYWFxcWFgcGBwYGJycmJjc2NzYnJyY2NzY3NiYmJyYmNzc2JycmBgcGBwYGJyYHBgcGFxYXFgYHBiYnLgIHBgcGJicnJjQ3NjY1NTQ2MhYdAhYXNjc2NhcWFxY3Njc2NhcWFgcGBgcGMzMyFhUVFDMzMj0CNDYzMzIVFDM3NhYXFhcWBgcHBhYzMhYVFRQGIwU2JyYnJgYGBwYXFhcWNzY3NiMjIgcUBgcGFxYXFjI3NiUzMicmJyYHFRQWFRQBBiYnJicmNjYWFxYXFgYHNwYmJyYnJjY3NhYXFhcWBgc+JwURARoREhgDEgIeAwMJAhlLEAMOIwUDIBIHFxcCFSgGHRAIFBYjCQZCLAEGATFCETARCRADEWYeAgkhCARUpQICAhIXFQcZFwosFgcVDwogFwMEFgsLExoYBQwZBhEEDw4GBRQCBAEXFwQTCQICBgQBBCsaCwkSECkKBA4IAh4yDCsNBQ8ONTIhLCEBARMFBBoQEgcEBBgQCCcXFhkGAQIBAghjFyIICwkiFzcLAgcULQsWBAoOFQYBAQEWHyAX/lkGCBMmBwgQAgYIEyYFBgtUAglDBwQCAQUGEiYCBgEMASIqCQQcGAICAf7yFyQCCAYDGy4mAwkHAh4XsxclBQYVBRkWFygGEwoFGxcBPw8re30RGAIBGxKXeBER0Qh4WRMwFC8HCFlCFywIAQgUFmcsFSgGCgIGS2cCAQJmQxECEQgRLRBhgAgJ1YQCBQEHCCsXTjIWEAoDCiwVQ0cIByoWLhAVGgcKGAURLhMRCAYiAgECUDgKCAUBAjYZCAdFMBUuEA4IEwYaDAdcSRIBEQYUMxVU9r2rFiEhFqsKAQFIFhASBAUNBwYsMBYbAwMjFQIJAgghFyAICANjFyELAQQMDBUqCBYuDAMBAx8WAhcgSAgGEiIFDhgDBwYRJAUHD8EIBwEFAQoEECICAx8uBzotAQNTAwoDCf0vAx0XWCoYJQYbFj1IGCUDBAQbFyVcFycEBRoXTzMXKAQAAAEAIP+jA70DLQBDAAAXJyY3NjY1ETQ2MzMyFhUVFDMhMjU1NDYzMzIWFRUUMzMyFhQGIyEiFRUUBxQzITIWFREUBiMjIiY1NTQjISIHBgcGIlQSIhsoJCIXEBciCQEACCIXFBciCNwXIiIX/Y4JAQgBrhchIRcUFyIJ/p0IAhlJDCw0FyoyS8SUAQkXISEXoAkJqhchIReqCSEuIglEIBAIIhf+yBchIRf3CAiUcRIAAQAa/6MDuAM7AK8AABImJjc2NzY2FhYHBgcUMzMyNTU0NjMzMhYVFRQzMzIWFAYjIyIVFRQ3NjY3NhYXFRQWNzY3NiMjIgcGBwYGJycmJjc2NzY2FxcWFgcGBgcGMyEyFgcOByMiJyYmJzUmNhcWMzI2Njc0IgcGBwYmJycmNjc2Ejc2IyMiBwYGBwYmJycmNTQmBgcGBhUVFAYjIyImNTU0BwYGBwYmJjY3NzY1NTQjIyIHBgcGXCoYBBgMASEqGwEBAggJCCIXDxchCRgXICAXGAkIBRMFFSQBAwJ5RAIIKwkDKzsNLQ8EEAMOUC4HKBgKFxkHAgkCAggBJBciAQIGCQgRDxsYFDdJGCECASAXHSwPERAGAgFquBMvEQcPBRF5sS0CCCcIAyqCThEvEAUOBAQGHRIhFw8XIggPOw0WJAQcF2MHCBUHAgsJBQF8CiUVe5kVGwQfFRAeCAhXFyEhF1cIIC4gCdIIAgEGAQYYFgkCAgJ9uAcIX1ASAREEEjEUdZkXHAMBAyUWBxoHCCEXiMWgZ0woFwUDASMYAhYgAgIli4oCAf+YDwUSBxEtDmMBIawJCH3aSxADEQYPFgMEAgIJBAnvFyEhF9AIAgMLAwQaLiYEFQEJ8gkJTioVAAAAAAIAF/+jA8EDQQDAANIAABMmJjc2NzY2FhYHFAYHFDMzMjU1NDYzMzIWFRUUMzMyFhQGIyMiFRUUNzY2NzYWFxY3NjMhMjU1NCMhIiY0NjMzMjU1NCMjIiY0NjMzMjU1NDYzMzIWFRUUMzMyFhQGIyMiFRUUMzMyFhQGIyMiFRUUMzMyFhQGIyMiFRUUDgQjIicmJicmNhcWMzI2NTU0IyEiJicmBwYHBgYHBhURFAYjIyImNRE0JgcGBwYmJjY3Njc2NTU0IyMiBwYHBgYFFgYHBwYmJyYnJjY3NzYWFxZDFRcEGAwBICobAQIBBwoJIRcOFyEJFxcgIBcXCQgFFAYUIQQCBgsOASYICP7aFiAgFpoICH4WHh4WfggiFxQXIgiBFh8fFoEICKEXHx8XFwgIFxcfHxcXCAMNEikuKQg+Fx8CAR4WLgYoDQj+2hIdBQIGCgsHGgYJIRcOFyEGAxw6FiQEHBcnOwgJFQgCCwkEJAH1EAMSAxIuEBYuEQERBBIvESQBgQUlFXuZFRsEHhUIHwgICFcXISEXVwggLiAJnwgCAgQCBRQTCQQGCT0JICwgCUoJHiwfCCAXISEXIAgfLB4JSgkgLCAJPQkfLh8JniowKhIOAgIBIBgWHgECDCamCRURBwQIAwIHAgII/t0XISEXAQMDBQEGDAQbLiYEBw0CCb4JCU4qFRbvES8QAxAEERguEC4QAxABECQAAAAFACT/qgPNAxgAQgCHAJMAnwCrAAATIiY1NTQ2MzMyFhUVFAYjIyIVFRQzMzIWFAYjIyIVFRQ3NzYWFxYGBwYHBiYnJjY3NzY1NTQjIyImNDYzMzI1NTQjARYWBw4FByMjJiY1NTQjIyIHBgcGJic1JjY3Njc2IyMiJjURNDYzITIWFREUBiMjIhUVFBYXMhYyNjM2Njc2NhcBFRQzITI1NTQjISIVFRQzITI1NTQjISIXITI1NTQjISIVFRRdFyEhF88XIiIXHggIGxchIRcbCAknFCQBAhsXV4MWJgIDHRcnCAkXFyEhFxcJCQMZGB4BAgYODiQhISYkRyQIGwcCH98XKwkIFBWUGwIJKRciIhcBqxchIRdTCQULAwwGDQMSCgEBIxb+aQkBDAgI/vQJCQEMCAj+9AkJAQwICP70CQKPIhcDFyIiFwMXIgmjCCIuIgi1CAIMBhcVGCgIHCAFGhcYJwUJAgjWCCIuIgijCf4KAyQYKjMoEwwDAQEbM7kJCcJHBxcXARUnBy9wCCIXAeMXIiIX/h0XIgl7FgkBAQEBFTIXHwMCCTEJCTEIpzAJCTAJ4AgxCQkxCAADACj/owPAAy0AQQBNAFkAABMiJjQ2MzMyNTU0NjMzMhYVFRQzITI1NTQ2MzMyFhUVFDMzMhYUBiMjIhURFAYjIyImNTQjISIVFAYjIyImNRE0IxcVFDMhMjU1NCMhIhEVFDMhMjU1NCMhIl8XICAXNwgiFxQXIggBkAgiFxQXIgg3FyAgFzcIIhcbFB4H/m4HHhQbFyIIjggBkAgI/nAICAGQCAj+cAgCPSEsIQlBFyEhF0EJCUEXISEXQQkhLCEI/aYXIR0UBwcUHSEXAloICK0JCa0I/s+6CQm6CQAAAAEAM/+/A6wDLwBdAAATJiY3Njc2NhcXFhYHBgYHBjMzMjU1NDYzMzIWFRUUMyEyFhQGIyEiFRUUMzMyFhQGIyMiFRUUMyEyFhQGIyEiJjQ2MyEyNTU0IyMiJjQ2MzMyNTU0IyMiBwYHBgYnWBUQCkIoBigXDRcaBQIHAgIImAgiFxcXIgkBABciIhf/AAkJ0BYhIRbQCQkBIRciIhf9AhciIhcBQwgIvBYhIRa8CAi6CAMaKAosFQFoCywWlZwXGwQCBCcWByAHCAhTFyIiF1MIIi4iCJ4JIC4gCMsJIS4iIi4hCcsIIC4gCZ4ICE1ZFQ8LAAADABf/tQO4A0UAmgCoALgAABcnJjc2NjU1NDYzMzInJicmIyMiJjQ2MyEyNTU0NjMzMhYVFRQzITIWFAYjIyIHBgcGMzMyFhQGIyEiFRUUBxQWNzY3NjYXFxYWBwYzMzI1NDYzMzIWFRQzMzIWFAYjIyIVFRQzMzIWFAYjIyIVFRQzMzIWFAYjISImNDYzITI1NTQjIyImNTU0JgcGBgcGBicnJicmBhUGBwYGEwYWMzMyNTU0IyMiBwYTIhcWFhcWMzMyNzY3NiYjTxQkFh0YIhdxCAIHEAMIYBYeHhYBHggiFxcXIgkBGhYeHhZICQMOEAQIghYeHhb9dQgGAwEyIQoqGBQPDgUCBmQGGhEwERoGwRUeHhW/CAiiFB4eFKIICNoWICAW/YEXHx8XAQ8ICI8XIgQBAwoDDjATAwUDAQYTLwoq/QIDA7UICI0IBRAlCAIFDwEBCrAJAxQMAQMDNxcqNUm9mxQXIgcZMAgfLB4JFRciIhcVCR4sHwglIwgfLB4JOEtBAgEBQk8XFwUEAxsOBQYRGhoRBh0qHggzCB4oHQk8CR8uHx8uHwk8CSIXEQICAgMQAxMGDwIDBQIBAnhcEwQBIAIFCDMICB0BlQgONwQHBykfAwYAAAUAKP+jA5YDHQA6AEYAUgBeAGwAABcmJjc2NjURNDYzITIWFREUDgIjIicmJicmNhcWMzI2NTU0IyMiFRUUBiMjIiY1NTQjIyIHBgcGBicBFRQzMzI1NTQjIyIVFRQzMzI1NTQjIyIlFRQzMzI1NTQjIyIRFAcUMzMyNTU0IyMiFUMTCAwnHyEXAqwXIQckNTkqIRchAgEfFjgCIQ0IyQkiFw0XIgi3CAITPQwtEgHjCckICMkJCckICMkJ/sIIrwgIrwgBCLAICK8IMQ8wFUatlQE5FyIiF/1iPTkmBwIBIhcWHwECDSGCCQnOFyIiF84JCZFlEwcOAul4CAh4CPeBCQmBCeZ4CAh4CP7CKBMICYEJCQAAAAAFAFL/owOWAz4AKQA1AEEATQBZAAAXIiY1ETQ2MyEyNTU0NjMzMhYVFRQzITIWFREUBiMjIiY1NCMhIhUUBiMBFRQzMzI1NTQjIyIRFRQzMzI1NTQjIyIBFRQzMzI1NTQjIyIRFRQzMzI1NTQjIyKKFyEhFwEgCSIXEBciCQEgFyEhFxwUHQf91AcdFAGPCcoJCcoJCcoJCcoJ/qIJygkJygkJygkJygldIRcCehchCW8XIiIXbwkhF/2GFyEdFAcHFB0CdKAICKAI/tytCAitCQEToAgIoAj+3K0ICK0JAAUAIf+pA8gDHQBgAGwAeACEAJAAADcnJjY3Njc2NCsCIiY1ETQ2MyEyFhURFAYjIyIUFxYXFhYHBwYGJyYnJgYVFRQGIyMiJjU1NDYzMzI0JyYnJiMjIgcGBwYWMzMyFgcGBgcGJicnJjY3NjY3NCYHBgcGJgEVFDMzMjU1NCMjIhUVFDMzMjU1NCMjIiUVFDMzMjU1NCMjIhUUMzMyNTU0IyMiFS4FCBIWbF0BAh9NFyIiFwKeFyIiF2wCAVluFhUJBQkrFkA6AgYiFxcXIiIXBAIBSDgHB0IHBzNNAgECDhggAQhrdhcsCwMJExZcPQIEAj9PFisB/gmwCAiwCQmwCAiwCf69CLAJCbAICLAJCbAIqwsVKggoMwEDIhcBTxciIhf+sRciAwExKQgrFQsWEwkbHwIDA90XIiIX1RciAwEwMQUFLTMBBCEXanwkBxUXBhQpBx1FSgMDASQhCRMCFTgJCTgJrzwJCTwInjgJCTgJ6wkJPAgIAAAABwAy/6UDtgMdAG0AeQCFAJEAnQCpALgAADciJjQ2MzMyNTU0IyMiJjQ2MzMyNTQ3NisCIiY1ETQ2MyEyFhURFAYjIyIGFxYVFDMzMhYUBiMjIhUVFDMzMhYUBiMjIgYXFhcWFgcHBgYnJicmJjc3NiYjIyIGFxYGBwYHBiYnJjY3Njc2NCMlNTQjIyIVFRQzMzIDFRQzMzI1NTQjIyIVFRQzMzI1NTQjIyIlFRQzMzI1NTQjIyIVFDMzMjU1NCMjIhUFIyIGFxYVFDMzMjU0NzZlFR4eFY4JCWwTHR0TbgcMBQgTTRciIhcCnhciIhdgAgIBDAdrFBwcFGkJCY4VHh4VzAECAWhfFAoNAg0vFV2AFRALAgEDA5gCAwEMBxNiixgvDAsRFXhXAQIBKAnUCQnUCTIJsAgIsAkJsAgIsAn+vQiwCQmwCAiwCQmwCAF++AICAQwH2AcMBWkeKh8IIggcKBwHEQ4FIRcBHxciIhf+4RchAwIOEQccKBwIIggfKh4CASYwCiwTAxMKCzM0CCsTAwIFBgETKgw+LggTFhMpByctAQNvIggIIggB3SkICCkImCoICCoJhykICCkIwggIKgkJkAMCDhEHBxEOBQAFABL/oQPQA0UAIwEYASQBMAE9AAAAMhYVFRQzMzI2NTU0NjMzMhYVFRQGIyInJiYnNTQjIiY1NTQBJyY2NzY3NjU2NTQHBiYnJicmNjc2FhcWFhcWNjU1NDYzITI1NDYzMzIWFRQzITIWFAYjIyIUFxYXFhYGBicmJyYVFAYjISImNTQHBgcGFDMzMhYVFRQHBhcWMTIVFxYWBwYiJyYnJhUVFBYXFjMyNzY2NzY2FxcWNicmNjc3NhYXFhcWBgcGJicmJyYiFQYGBwYjIicmJjU1JgcGBwYGJyYmNzY3NjYXFxY2NTQ2MzMyNzc2JiMjJiYnJjYzMzI2NTU0IyMiFRUUBiMjIiY1ETQjBicnJjY3Njc2NCMjIhURFAYHBgYnJyYmNzY3NiYHBgcGJiUVFDMzMjU1NCMjIhUVFDMzMjU1NCMjIiUyNCcmJyYHBgcGFDMCty4gCRANBSIXBRciI0ggIBYgAgYRF/2FAgcWFjMgCAIFDRsIGSQNChQTLgwDCgMBAyIXAR0IIhcUFyEJAQwWHx8WYQIBMkQUFQokEyNCBRAM/tcMEAQ9RgEC+RchBAMHAQIwEAEQDy0QLiIHDB8YGRYcIBcEBiMVHgIDAQsMEwMVLgwaHQoPFRQqCgsaAQQHMloeLCIoYisBAhcnDTAUEwgMGRMLKxUnAQINCFYIBg4CAgIbERgCARcRBQsDCUQIIhcGFyECBQITCBIURzUBApsJLjcNLRAJEAMOLA4BBQILGBUpAYgIRAkJRAgIRAkJRAgBHAICGjAIBxg0AQIB9CAXsgkGEawXIiIX0zYaAgEgFwIGFxCyF/7zBRcrChYSBQhELwQCCAgNLToULQ0NChQEEQQBAQJvFyIIFyIiFwgfLCACARUWByUoEwcNHAIEDBERDAQCGhkBAiIX0ycMBwUBASoPLRAQDysZBQlDIQ0CAgICCBAWGwQGAQQCEykKAgsNFS0+FSwKCg8UGC4CAlQrBAMCAyZQOgEBQDsUCQ0MKxMlKBUTCQ8BAgEIDAYOAgQBGBEQFwQLAQkJKRchIRcBIgECBSsUJgYWFQECCP7unsFNEwERChExEz9FAwQBBgwKFPoHCAgHCFwHCAgHCf8DAQ0cBAQOHAECAAMAK/+kA70DHgCkALAAvgAAEycmNjc2NzYnJicmNDc3NjIXHgIXFjc2NzYjIyImNDYzITIXFhcWNzY3NjYXFhYHBgcGFxYWFxY3Njc2NhcWFgcGBwYXHgIHBwYGJyYnJgcGIyMiFRUUMzMyFhQGIyMiFRUUFjI2NzY2FxcWFgcOByMiJiY1NTQjIyIHBgcGJicnJjY3Njc2IyMiJjQ2MzMyNTU0IyMiJyYHBgcGJgU1NCMjIhUVFDMzMgMGBwYWMyEyNicmJyYGOQQKDxUbPwgGGS0REAQRMRIJIRsMBwY3JQUJhhYfH
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は旅、目的地ではなく、その道程を楽しむのよ。\r\n情熱の炎に燃えているのですわ！\r\nユミ、キミの特異性が力を与えてるのよ。\r\n夢を解き放つのですわ！\r\n不確実さの中で、内なる戦士を解き放って。\r\n雲の上に立ち上がり、夢を飛ばすのだにゃん。\r\n背筋を伸ばして、精神を新しい高みに飛翔させるのよ。\r\n沈黙はたくさん語るのよ！\r\nアイコ、風の導きを信じなさい！\r\nミサキ、人生の不完全さの美しさを受け入れなさい。\r\n宇宙を越えて、心はつながってるわ。\r\n空は限界じゃない、始点なのよ。\r\nミカ、過去の鎖から自由になるのよ。\r\n素早く考えるにゃん！\r\n星屑の中で、私たちの運命が一致するの。\r\n人生の旅路を信じてみてよ！\r\n友情：宝物、身近に保つのですわ。\r\n友情に境界はありませんわ！\r\n風と共に踊り、心を運ばせるのですわ。\r\n桜が散るとき、友情が咲くのよ。\r\n自然の素晴らしさが魅了する！\r\n運命を受け入れ、運命を再定義するのですわ。\r\n精神が高く舞い上がり、空を目指すように。\r\n可能性は無限、偉大さを目指してみて。\r\n自分たちの物語を書きましょう、限界なく、ソラ。\r\n絶対に希望を失わず、常に前進し続けてください。\r\n人生の旅：一歩一歩を大切にするの。\r\n平和と静けさを体現しなさい！\r\n心を制御する！\r\n明日は新しい一日、無限の可能性が待ってるんだから。\r\n人生のミステリーを解き明かす？\r\n内なる力：成功への青写真だよ。\r\n愛が恐怖を超越する？\r\n一緒に、奇跡を創り出すのよ！\r\nどの挑戦も成長の機会ですわ。\r\nフミコ、求める変化を生み出すのですわ。\r\n愛は時間と空間を超えて、その力を信じて。\r\n挑戦を通じて成長するのですか？\r\n愛の力を信じなさい、それは全てを克服するのよ。\r\n月光に魅了され、私たちは謎を解き明かすのですわ。\r\n変化を恐れないのですか？\r\nユキ、今がその時、冒険が呼んでるのよ！\r\n感謝が豊かさを引き寄せるのですわ！\r\n勇気は、サクラ、あなたの心の中にあるのですわ。\r\n夢は心の囁き、しっかりと聞くのですわ。\r\n自分自身を信じて、自分の光を放つのよ。\r\n強さは内側にあるのよ！\r\n声を聞かせて、あなたの言葉は大切だよ。\r\n感情の迷路を、私たちは航海するわよ。\r\n人生は冒険、一緒に探しましょう、マリ。\r\n開いた心で、ウチらは進んでいくのよ！\r\n時の勇気！\r\n魂の共鳴なんて！\r\n未知：新たな波を迎える岸辺。\r\n愛に囲まれれば、アンタの道は見つかるはずよ。\r\nサクラ、あなたの勇気が道を照らすのだにゃん。\r\n人生の交響曲で、情熱を込めてパートを演じて。\r\n勇気と友情、それが私たちの盾ですのよ！\r\n恐れずに、大胆に、自分の印をつけなさい。\r\n夢見て、信じて、達成するのですわ！\r\n夢は大切、全力で追いかけてみてよ。\r\n自分の中に安らぎを探すのだにゃん。\r\n無限の可能性：それをつかみ取って！\r\n道が不確かでも、旅を信じて。\r\n直感的な瞬間を大切にする？\r\nリカ、勇敢で、大胆で、夢を追い続けるのよ。\r\n人生は貴重だから、全力で生きてね。\r\n海の抱擁、嵐からの避難所よ。\r\n真実を求めるのだ、たとえ道が曲がりくねっていても。\r\n愛によって結ばれ、困難を乗り越えるのよ。\r\nアキ、優しさが道を照らしてくれるわよ。\r\n夢の庭で、私たちは慰めを見つけるわ。\r\nノリコ、恐怖の向こうに冒険が待ってるわよ！\r\n運命の煌めく波ってのもすごいわね！\r\n自分を愛すれば、他の人も続くでしょう。\r\n世界の混乱の中で内なる平和を求めるのだにゃん。\r\n世界は不思議で満ちている、その謎を抱きしめなさい。\r\n夜の中の希望の灯台よ！\r\n運命が待ってる、エミ、決意を持って追いかけて。\r\n逆境にも関わらず、耐え忍んでね。\r\n自分の道を切り開きなさい！\r\n夢は叶えられる、信じてみて、トモコ。\r\n宇宙の魔法の戦士！\r\nソラ、希望の翼で夢を飛ばすんだからね。\r\n笑いがあなたの魂を癒す歌になりますように。\r\n嵐は陽光への道を舗装するのよ。\r\n夢を追う価値がある、引き下がってはなりませんわ！\r\n一瞬一瞬が贈り物です、大切にしなさい。\r\n果てしない空は、夢のキャンバス。\r\n夢を見るのですか？\r\nユイ、創造力を解き放って、他人を鼓舞してみて？\r\n他人を感動させ、感動を受ける？\r\n友情を大切に、一生続く宝石よ。\r\n希望の翼、飛び立て！\r\nつながり、愛、癒しですわ！\r\nハルカ、自分の内なる力を信じなさい。\r\n自分の可能性を信じなさい、偉大なことができるのよ。\r\n学び、適応し、進化する！\r\n自分を信じて、その先に道が広がるわよ。\r\n手放しなさい、ヒナ、運命を信じて！\r\n一緒に、不可能を可能にするわよ、ヒカリ。\r\n自分の灯になりなさい！\r\n永遠の反響ですわ！\r\n人生を生きがいにする瞬間を大切にするのよ。\r\n前に進み続けて、成功は後を追うわよ、アイコ。\r\n影の中でも、私たちの勇気は輝くの。\r\n逆境に立ち向かう、恐怖を知らないのですわ！\r\n時間の庭で、愛と希望の種を植えなさい。\r\n喜びに浸るにゃ？\r\n季節が変わっても、絆は永遠よ。\r\n廃墟の中で、私たちは遺産を築くのよ。\r\n未来を予想する最良の方法は、それを創造することよ。\r\n愛と正義が勝つ！\r\n世界で見たい変化を自分で起こすのよ。\r\n雲の中で、自由を見つけるのよ。\r\n時間を超えた絆よ！\r\n挑戦に立ち向かい、不屈の意志を持つのですわ。\r\n優しさは全ての心に響く言語だよ。\r\n一日をつかまえて、格別なものにしちゃいなさいよ。\r\n毎日の日の出とともに、新たな始まりよ。\r\n翼を広げて飛び立つの？\r\n月の抱擁！\r\n人生はダンス、あなたの心のリズムで動くのよ。\r\n未来はアタシたちの手の中、一緒に形にしましょう。\r\n一緒に立つ？\r\nアカリ、型破りになって、自分らしく生きるのよ。\r\n優しさは世界を変える力がある、毎日実践しなさい。\r\n旅の終わりだけど、思い出は生き続けるわ。\r\n不屈の精神、勝利の鍵よ。\r\n共感が調和を生むのですか？\r\n無限の縁で踊りますわ！\r\n星に導かれ、私たちは道を見つけるのですわ。\r\n私たちの愛と希望が輝くわ！\r\n愛する人を守るの、彼らの幸せがあなたの幸せだもん。\r\nアユミ、旅の曲がりくねった道を信じて。\r\nアタシたちの中の光、希望の灯台よ。\r\n挑戦は成長させてくれる、思い切って向き合うのよ。\r\n魔法によって結ばれ、闇を超えていくのよ。\r\n道がはっきり見えなくても、前に進み続けなさい。\r\n月の抱擁に導かれるのですわ！\r\nエミ、最も暗い夜を明るく照らす光になりなさい。\r\n生命の交響曲、愛の旋律。\r\n変化に適応し、試練から力を得るのよ。\r\n情熱を解き放って、世界を照らして。\r\n心からのメロディーですわ！\r\n人生の秘密を解き明かす...！\r\nユキ、キミが自分自身の運命の設計者なのよ。\r\n雨が降ったら、希望が新たに生まれるわよ。\r\n一歩ずつ、私たちは夢をかなえていくわ。\r\n夢と愛で結ばれて！\r\n自然の精霊たち、アタシたちを導いてよ！\r\n夢と愛の守り手ですわ！\r\n変わる、進化する、超越する？\r\nあなたをユニークにするものを見失わないで。\r\n愛は強大な力、賢く使いなさい。\r\n秘密の恋だって、恋は恋。自分の気持ち、信じて！\r\n静かな夜、夢が飛び立つのですわ。\r\n変化の風を通じて、アタシたちは飛翔するのよ。\r\n永遠の絆、時間を通じて織りなされるのですわ。\r\nキミが自分自身の運命の設計者なのよ。\r\nアスカ、世界で見たい変化を自分で起こすのよ。\r\n世界を変えるためには、まず自分自身を変えるのよ。\r\n変化：成長を引き金にする火花よ。\r\n立ち上がるのだにゃん、ミオ、朝日のように！\r\n何でも乗り越える力がキミにあるわよ。\r\n星に手を伸ばし、旅を楽しむのだにゃん、アオイ。\r\n嵐を乗り越えて、陽光を見つけるのだにゃん、ヒナ。\r\nユイ、恐怖から解き放たれて夢を抱きしめるのよ。\r\n強さは結束から来る、アタシたち一緒なら勝てるのよ。\r\nネットの広大な、隠された秘密を探索するのですわ。\r\n一緒に、あらゆる挑戦を乗り越えるのよ。\r\n覚えておいて、心には治癒と成長の力があるんだから。\r\n小さな勝利でも人生を祝うのよ。\r\n力はアンタの中にある、潜在能力を解き放つのよ。\r\n月光の下で踊り、心を自由にするのですわ。\r\n直感を信じて、ハートが道を知ってるから。\r\n永遠の魔法を解き放つ！\r\n世界が回る中で、私たちは物語を創り出すのよ。\r\n笑いは最高の薬、他人と喜びを分かち合うのよ。\r\n薄明かりの中で、私たちは自分の強みを発見するわよ。\r\n自分だけのヒーローになりなさい。\r\nよく見て！\r\n調和の守護者たち、結集！\r\n忍耐は逆境を克服するにゃん！\r\n行動がキミの世界を形作る、賢く選んでね。\r\n力と美しさが咲き誇る！\r\nゴールデンタイムに、私たちは静けさを見つけるの。\r\n太陽の抱擁、愛の暖かい触れ合いよ。\r\n克服し、適応し、繁栄する？\r\n宇宙の風を飛び回るって感じ！\r\n人生の甘さを味わうにゃ？\r\n内なる知恵を求めるにゃ！\r\nアユミ、心が道を知ってる、信じて。\r\nサヤカ、世界があなたの光を待っているのだにゃん。\r\n謎を解いて、人生を開くのよ。\r\n智美、キミには世界を変える力があるんだからさ。\r\n全てにおいて真実を求めるのだにゃん。\r\n燃える情熱ですわ！".split("\n"),this.textProperties={text:this.captions[this.id],mode:this.textMode<4?0:1,fillColor:this.random.rand_rarity([.25,.26,.25,.24])},0==this.bgStyle?this.filterProperties={colorPalette:Math.floor(this.random.rand(0,1e3))%20,colorFlip:Math.floor(this.random.rand(0,24)),waveORdot:Math.floor(this.random.rand(0,2)),scale:Math.floor(this.random.rand(160,160)),flowSpeed:this.random.rand(5e-4,.002),pulseSpeed:this.random.rand(5e-5,15e-5),p1:this.random.rand(5,6),p2:this.random.rand(5,6),p3:this.random.rand(5,6),p4:this.random.rand(5,6),mode:Math.floor(this.random.rand(0,6.5))%5,mono:this.tvstyle,glitchMode:0,seed:this.random.rand(100,1e4)+.12345}:this.filterProperties={style:this.bgStyle,mode:Math.floor(this.random.rand(0,3)),mono:this.tvstyle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with your smile, spread joy.\r\nAs thunder roars, our courage echoes.\r\nBe a beacon of hope, and light the way for others.\r\nOvercome, adapt, thrive?\r\nThe greatest adventure lies in the unknown.\r\nLight and shadow intertwined!\r\nNever lose sight of what truly matters, and cherish it.\r\nLet's explore the unknown, together forever.\r\nDance like nobody's watching, Haruka!\r\nTurn obstacles into opportunities, and shine on.\r\nStand tall against the darkness, let your light shine.\r\nIn the stillness, we find our voice.\r\nTrue beauty lies within, nurture your inner light.\r\nTransform, Akiko, through life’s many trials.\r\nHarnessing the power of creation!\r\nFace your fears, let them make you stronger.\r\nPersevere and conquer?\r\nTrust the journey, it'll lead you to your destiny.\r\nWith hearts entwined, we defy fate.\r\nDreams guide you, Keiko, to greatness.\r\nIn shadows, truth emerges.\r\nTrust yourself, and you’ll find your path.\r\nThe key to success is to never stop learning.\r\nLet your dreams be the compass that guides you.\r\nThe whispers of the forest guide us.\r\nCarving our path through darkness!\r\nLike fireflies, our dreams illuminate the night.\r\nSpread your wings, and fly towards your dreams.\r\nPersistence shapes destiny!\r\nIn the garden of life, cultivate kindness and love.\r\nDream big, live boldly, and embrace the journey.\r\nLet your imagination be the fuel to your dreams.\r\nIn the face of adversity, we'll stand strong.\r\nLearn from the past, but don’t dwell on it.\r\nThe passage of time, an endless dance.\r\nDestiny’s whirlwind!\r\nThe best adventures begin with a single step.\r\nRiko, be the wind that propels you forward.\r\nSworn protectors of the innocent!\r\nChasing the whispers of destiny!\r\nThe path less traveled, an adventure awaits.\r\nUnbreakable bonds of sisterhood!\r\nBe fearless in the pursuit of your dreams.\r\nBe the light that guides others through the darkness.\r\nAt the crossroads, we find our purpose.\r\nIlluminating the path of righteousness!\r\nAs autumn leaves dance, we reminisce.\r\nKeep your head up, the sky is the limit.\r\nFriendship: a force to be reckoned with!\r\nThe world is your stage; make every moment count.\r\nIt’s magic!\r\nThe light that pierces through darkness!\r\nThe sun sets, but hope never fades.\r\nUnraveling the threads of fate!\r\nSeek the magic hidden within the ordinary.\r\nThe ocean’s song, a symphony of life.\r\nEmotions: the essence of humanity.\r\nYour heart holds the key to unlocking your potential.\r\nRising from the ashes, reborn!\r\nColors of the wind, painting our destiny.\r\nAkiko, cherish every moment, for life is fleeting.\r\nSparkling heart of compassion!\r\nDiscover hidden treasures?\r\nThrough the mists of time, our love endures.\r\nSora, be the hero in your own story.\r\nEnveloped in the embrace of twilight!\r\nThe dance of snowflakes, a waltz of wonders.\r\nThe sands of time, a journey of self-discovery.\r\nLife is a symphony; play your part with passion.\r\nCherish your friends, they’re your truest treasure.\r\nStarlight transformation!\r\nYuki, live boldly and completely!\r\nTime embraces change...?\r\nYour journey is a canvas, paint it with vibrant colors.\r\nEvery step taken is a step closer to your dreams.\r\nUnstoppable together, we'll reach for the stars.\r\nTo conquer your fears, face them head-on.\r\nListen to your heart, it knows what you need.\r\nTime unravels, revealing hidden truths.\r\nConquer your fears, and embrace your true potential.\r\nDancing among the stars!\r\nNurture seeds of kindness!\r\nWithin the silence, listen to the echoes of your heart.\r\nAs the sun rises, so does the hope for a new day.\r\nNature's splendor captivates!\r\nIn your wisdom, find tranquility, trust yourself.\r\nChase stars and dreams!\r\nMiyuki, your destiny awaits, seize it!\r\nDiscover the beauty within the chaos of life.\r\nUnleash hidden potential!\r\nYumiko, reach for the stars, your dreams await you.\r\nCrystal infusion!\r\nSeek comfort in rain's soothing melody.\r\nLife is a journey, not a destination, enjoy the ride.\r\nFueled by the fire of passion!\r\nYumi, your distinctness empowers you.\r\nDreams unleashed!\r\nUnveil your inner warrior in uncertainty.\r\nRise above the clouds, let your dreams take flight.\r\nStand tall, and let your spirit soar to new heights.\r\nSilence speaks volumes!\r\nAiko, trust the wind's guidance.\r\nMika, break free from the chains of the past.\r\nAcross the cosmos, our hearts connect.\r\nThe sky is not the limit, but the starting point.\r\nMaster your mind!\r\nQuick thinking!\r\nIn the stardust, our destinies align.\r\nTrust life’s journey!\r\nFriendship: a treasure, keep it near.\r\nFriendship knows bounds!\r\nDance with the wind, let it carry your spirit.\r\nAs cherry blossoms fall, friendships bloom.\r\nMorning brings new hope, face each day with courage.\r\nFate embraced, destiny redefined.\r\nLet your spirit soar, and reach for the skies.\r\nYour potential is limitless, strive for greatness.\r\nLet's write our own story, without limits, Sora.\r\nNever give up, for every challenge holds a lesson.\r\nLife's journey: cherish every step.\r\nEmbody peace and serenity!\r\nMagical warriors of the cosmos!\r\nTomorrow is a new day, full of endless possibilities.\r\nUncover life's mysteries?\r\nInner power: the success blueprint.\r\nLove is a powerful force, use it wisely.\r\nTogether, we create miracles!\r\nEvery challenge is an opportunity to grow.\r\nFumiko, be the change you seek.\r\nLove transcends fear?\r\nGrow through challenges?\r\nBelieve in the power of love, it conquers all.\r\nEnchanted by moonlight, we unravel mysteries.\r\nFear not change?\r\nYuki, now's the time, adventure calls!\r\nGratitude attracts abundance!\r\nCourage, Sakura, lies within your heart.\r\nDreams are the whispers of the heart, listen closely.\r\nBelieve in yourself, and let your light shine.\r\nStrength lies within!\r\nLet your voice be heard, your words matter.\r\nIn the labyrinth of emotions, we navigate.\r\nLife is an adventure, let's explore it together, Mari.\r\nWith open hearts, we forge onward!\r\nTimeless courage!\r\nSoulful resonance!\r\nUnknown: a shore welcoming new waves.\r\nSurround yourself with love, and you'll find your way.\r\nSakura, let your courage light the way.\r\nIn the symphony of life, play your part with passion.\r\nCourage and friendship, our shield!\r\nBe fearless, be bold, and make your mark.\r\nDream, believe, achieve!\r\nYour dreams matter, chase them with all your heart.\r\nSearch for solace inside yourself.\r\nInfinite possibilities: seize them!\r\nTrust the journey, even when the road is uncertain.\r\nCherish intuitive moments?\r\nBe brave, be bold, and never stop dreaming, Rika.\r\nLife is precious, so live every moment fully.\r\nThe ocean’s embrace, a refuge from storms.\r\nSeek the truth, even when the path is winding.\r\nUnited by love, we conquer adversity.\r\nAki, kindness will light your way.\r\nIn the garden of dreams, we find solace.\r\nAdventure awaits, Noriko, just beyond fears.\r\nShimmering waves of destiny!\r\nLove transcends time and space, believe in its power.\r\nSeek inner peace amidst the turmoil of the world.\r\nThe world is full of wonder, embrace its mysteries.\r\nA beacon of hope in the night!\r\nYour destiny awaits, chase it with determination, Emi.\r\nPersevere, even when the odds are against you.\r\nForge your path!\r\nYour dreams can come true, just believe, Tomoko.\r\nLunar embrace!\r\nSora, let your dreams soar on the wings of hope.\r\nLet laughter be the song that soothes your soul.\r\nStorms pave the way for sunlight.\r\nDreams are worth chasing, don't hold back!\r\nEvery moment is a gift, make it count.\r\nThe endless sky, a canvas of dreams.\r\nDare to dream?\r\nUnleash creativity, Yui, and inspire others?\r\nInspire and be inspired?\r\nValue friendship, a lifelong gem.\r\nWings of hope, take flight!\r\nConnect, love, heal!\r\nHaruka, believe in your inner strength.\r\nBelieve in your potential, you can achieve greatness.\r\nLearn, adapt, evolve!\r\nTrust yourself, and the path will unfold before you.\r\nLet go, Hina, and trust fate!\r\nTogether, we'll make the impossible possible, Hikari.\r\nBe your light!\r\nEchoes of eternity!\r\nCherish the moments that make life worth living.\r\nKeep moving forward, and success will follow, Aiko.\r\nAmidst the shadows, our courage shines.\r\nFearless in the face of adversity!\r\nIn the garden of time, plant seeds of love and hope.\r\nRevel in joy?\r\nAs seasons change, our bonds endure.\r\nAmong the ruins, we forge our legacy.\r\nThe best way to predict the future is to create it.\r\nLive, laugh, love!\r\nBe the change you want to see in the world.\r\nAmongst the clouds, we find our freedom.\r\nBonds that transcend time!\r\nFace challenges, stand unyielding.\r\nKindness is the language that speaks to every heart.\r\nSeize the day, and make it extraordinary.\r\nWith every sunrise, a new beginning.\r\nSpread wings and fly?\r\nLove yourself, and others will follow.\r\nLife is a dance, move to the beat of your heart.\r\nThe future is in our hands, let's shape it together.\r\nUnited we stand?\r\nBreak the mold, and live life on your terms, Akari.\r\nKindness can change the world, practice it daily.\r\nOur journey has just begun, let's create memories.\r\nUnyielding spirit, the key to victory.\r\nEmpathy creates harmony?\r\nDancing on the edge of infinity!\r\nGuided by stars, we find our way.\r\nLet our love and hope shine!\r\nProtect those you love, their happiness is yours.\r\nAyumi, trust your journey’s winding path.\r\nThe light within us, a beacon of hope.\r\nChallenges help us grow, face them head on.\r\nBound by magic, we overcome darkness.\r\nKeep moving forward, even when the path is unclear.\r\nGuided by the moon’s embrace!\r\nEmi, be the light that brightens the darkest nights.\r\nThe symphony of life, a melody of love.\r\nAdapt to change, gain strength from trials.\r\nUnleash your passion, and ignite the world.\r\nHeartfelt melody!\r\nUnravel life's secrets...!\r\nYuki, you are the architect of your own destiny.\r\nWhen rain falls, hope springs anew.\r\nOn wings of hope, we reach for tomorrow.\r\nUnited by our dreams and love!\r\nSpirits of nature, guide us!\r\nDefenders of dreams and love!\r\nTransform, evolve, transcend?\r\nNever lose hope, and always keep moving forward.\r\nLove has many forms, respect each one’s beauty.\r\nA secret love is still love, trust your feelings.\r\nIn silent nights, dreams take flight.\r\nThrough winds of change, we soar.\r\nEternal bonds, woven through time.\r\nYou are the architect of your own destiny.\r\nAsuka, be the change you wish to see in the world.\r\nTo change the world, first change yourself.\r\nChange: the spark igniting growth.\r\nRise, Mio, like the morning sun!\r\nYou have the strength to overcome anything.\r\nReach for the stars, and embrace the journey, Aoi.\r\nRise above the storm, and find the sunshine, Hina.\r\nBreak free from fear and embrace your dreams, Yui.\r\nStrength comes from unity, together we can triumph.\r\nExplore the net's vast, hidden secrets.\r\nTogether, we'll conquer every challenge.\r\nRemember, the mind has power to heal and grow.\r\nCelebrate life's victories, no matter how small.\r\nThe power is within you, unlock your potential.\r\nDance under the moonlight, let your spirit be free.\r\nTrust your instincts, your heart knows the way.\r\nUnleash the eternal magic!\r\nAs the world turns, we create our story.\r\nLaughter is the best medicine, share joy with others.\r\nIn the twilight, we discover our strengths.\r\nBe a hero, uniquely your own.\r\nWatch closely!\r\nThe guardians of harmony unite!\r\nPatience conquers adversity!\r\nYour actions shape your world, choose them wisely.\r\nBlossoming strength and beauty!\r\nIn the golden hour, we find serenity.\r\nThe sun’s embrace, a warm touch of love.\r\nOur journey’s end, but memories live on.\r\nSoaring through the cosmic winds!\r\nSavor life’s sweetness?\r\nSeek inner wisdom!\r\nAyumi, your heart knows the way; trust it.\r\nSayaka, the world is waiting for your light to shine.\r\nUnravel the enigma, let life unfold.\r\nTomomi, you have the power to change the world.\r\nSeek truth in all things, even when it’s difficult.\r\nFlaming passion!".split("\n"):this.captions="地平線を超えて冒険に出て！\r\n希望の翼で、私たちは明日を目指すの。\r\nメイ、影の抱擁から現れるのですわ。\r\n好奇心が新しい地平線へとあなたを導くように。\r\nバランスが大事よ！\r\n星の交響曲によって力を得るのですわ！\r\n星がアタシたちの道を導く、その知恵を信じなさい。\r\n強さは心の中にあるの、外見じゃないのよ。\r\n一つになって、ウチらは強く立つ！\r\n微笑みで世界を照らし、喜びを広げなさい。\r\n雷が鳴るとき、勇気が反響するわ。\r\n希望の灯台になって、他人の道を照らすのよ。\r\n情熱が成功を引き寄せる？\r\n最大の冒険は未知の中にあるわ。\r\n光と影が絡み合う！\r\n自分自身を信じることをやめないで、メイ！\r\n未知の世界を探索しましょう、ずっと一緒に。\r\n誰も見ていないかのように踊りなさい、ハルカ！\r\n障害を機会に変えて、輝いてみせてよ。\r\n闇に対して堂々とし、自分の光を輝かせるのよ。\r\n静けさの中で、私たちは自分の声を見つけるのよ。\r\n本当の美しさは内側にあるのよ、内なる光を育てて。\r\n試練を通して変わっていくのよ、アキコ。\r\n創造の力を利用するのですわ！\r\n恐怖に立ち向かい、それを強さに変えるのですわ。\r\n耐え忍んで征服するにゃ？\r\n旅を信じて、それがキミを運命へと導くわよ。\r\n絡み合った心で、ウチらは運命に立ち向かうわ。\r\n夢が、ケイコ、あなたを偉大さへと導くのですわ。\r\n影の中で、真実が明らかになりますわ。\r\n自分を信じて、そしたら道が見つかるわよ。\r\n成功の鍵は学びを止めないことよ。\r\n夢があなたを導く羅針盤となるように。\r\n森の囁きがアタシたちを導くわ。\r\n闇を通じて自分たちの道を切り開くわよ！\r\nホタルのように、私たちの夢は夜を照らすの。\r\n翼を広げて、夢に向かって飛び立つのよ。\r\n持続は運命を形作るにゃ！\r\n人生の庭で、優しさと愛を育てましょう。\r\n大きく夢を見て、大胆に生き、旅を楽しむのですわ。\r\nあなたの想像力が夢の燃料となるように。\r\n逆境に立ち向かうとき、私たちは強く立ち続けるの。\r\n過去から学ぶ、でも過去にとらわれないで。\r\n時間の流れ、終わりなきダンス。\r\n運命の風に乗るのですわ！\r\n最高の冒険は一歩から始まるのよ。\r\nリコ、前に進む風になるのだにゃん。\r\n無邪気な者を守る誓い！\r\n運命のささやきを追い求めるのよ！\r\n少なくとも進む道、冒険が待っているわ。\r\n崩れない姉妹の絆よ！\r\n夢を追い求めて、恐怖を捨てるのよ。\r\n闇を通り抜ける他人の灯になりなさい。\r\n十字路で、目的を見つけるのよ。\r\n正義の道を照らすのですわ！\r\n秋の葉が舞う中で、思い出に浸るのよ。\r\n頭を高く上げて、空が限界だよ。\r\n友情：勘違いしない力ですわ！\r\n世界はアンタの舞台；すべての瞬間を数え上げなさい。\r\n魔法だよ！\r\n闇を突き通す光よ！\r\n太陽は沈むけど、希望は消えないのよ。\r\n運命の糸を解き明かす！\r\nありふれた中に隠された魔法を探すのだにゃん。\r\n海の歌、生命の交響曲。\r\n感情：人間性の本質ですわ。\r\nハートがキミの可能性を解き放つ鍵を握ってるわよ。\r\n灰からの復活、新生だにゃん！\r\n風の色が、私たちの運命を描いていくのですのよ。\r\nアキコ、一瞬一瞬を大切に、人生は儚いものだから。\r\n慈悲の輝く心ってのも素敵だわ！\r\n隠された宝を見つけるのですか？\r\n時間の霧を通じて、愛は持続するのよ。\r\nソラ、自分の物語の主人公になるのよ。\r\n黄昏の抱擁に包まれるのですわ！\r\n雪片のダンス、不思議のワルツよ。\r\n時間の砂、自己発見の旅よ。\r\n人生は交響曲、情熱を持って各々のパートを演じてね。\r\n友達を大切にするの、それが最も真実の宝物だから。\r\n星光変身って、面白そうね！\r\nユキ、大胆に、全力で生きてみてよ！\r\n時間は変化を抱きしめる...？\r\n旅はキャンバス、鮮やかな色で描いてみて。\r\n一歩進むたびに、夢に一歩近づくのですわ。\r\n一緒なら止まらない、星に手を伸ばすのよ。\r\n恐怖を克服するためには、それに直面するのよ。\r\n生きて、笑って、愛する！\r\n時間は解け、隠された真実を明らかにするのよ。\r\n恐怖を克服し、真の可能性を抱きしめるのですわ。\r\n星々の間で踊るのですわ！\r\n優しさの種を育てる！\r\n静寂の中で、ハートの響きを聴いてみて。\r\n太陽が昇るとき、新しい日の希望も昇るのよ。\r\n変わりゆく世界を航海し、無限の道を探す。\r\nあなたの智恵で、静寂を見つけて、自分自身を信じて。\r\n星と夢を追い求めるのよ！\r\n月明かりの道、私たちの旅が始まる。\r\n人生の混沌の中に美を見つけるのですわ。\r\n隠された可能性を解き放つ！\r\nユミコ、星に手を伸ばして、夢がキミを待ってるのよ。\r\nクリスタルの力を！\r\n雨の優しいメロディーで安らぎを求めるのだにゃん。\r\n人生
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0x3942c585…919esent to0x99a9b7c1…b069·#19,275,713·0x42488a97…e61dec
l2 = color2;\r\n vec3 col3 = color3;\r\n vec3 col4 = color4;\r\n\r\n float shadow = 1.0;\r\n vec3 col = vec3(1.0);\r\n if (colorMode == 0) {\r\n col *= mix(col1, col2, moire.y);\r\n shadow = mix(1.2, 0.8, moire.y);\r\n } else if (colorMode == 1) {\r\n col *= mix(mix(col1, col2, moire.y), col3, moire.z);\r\n shadow = mix(mix(1.2, 1.0, moire.y), 0.8, moire.z);\r\n } else if (colorMode == 2) {\r\n col *= mix(mix(mix(col1, col2, moire.y), col3, moire.z), col4, moire.w);\r\n shadow = mix(mix(mix(1.2, 1.05, moire.y), 0.95, moire.z), 0.8, moire.w);\r\n }\r\n float len = length(col) / sqrt(3.0);\r\n col *= col0 - pow(len, 3.0) * 0.16;\r\n col *= moire.x;\r\n\r\n vec4 motif = texture2D(motifTexture, uv);\r\n motif.rgb = pow(1.05 * motif.rgb, vec3(1.8)) * 0.5;\r\n if (mode == 1) {\r\n col = mix(col, motif.rgb, motif.a);\r\n } else if (mode == 2) {\r\n col = mix(col, motif.rgb * shadow, motif.a);\r\n } else if (mode == 3) {\r\n col = mix(col, motif.rgb * (col0 * 0.05 + 0.95), motif.a);\r\n } else 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flowSpeed;\r\nuniform float pulseSpeed;\r\nuniform float p1;\r\nuniform float p2;\r\nuniform float p3;\r\nuniform float p4;\r\nuniform float seed;\r\nuniform int mode;\r\nuniform int glitchMode;\r\n\r\n#define S smoothstep\r\n#define PI 3.14159265359\r\n\r\nmat2 rotmat(float a) {\r\n return mat2(cos(a), -sin(a), sin(a), cos(a));\r\n}\r\n\r\nfloat rand(float n){return fract(sin(n) * seed);}\r\n\r\nfloat rand21(vec2 p){return fract(sin(dot(p,vec2(221.9119, 101.2148))) * seed);}\r\n\r\nvec3 rand13(float n) {\r\n return fract((vec3(sin(n * 23.12), sin(n * 18.12), sin(n * 9.21)) + 21.15) * seed);\r\n}\r\n\r\nfloat noise(float x) {\r\n float i = floor(x);\r\n float f = fract(x);\r\n float u = f * f * (3.0 - 2.0 * f);\r\n return mix(rand(i), rand(i + 1.0), u);\r\n}\r\n\r\nvoid main() {\r\n vec2 uv = vUv;\r\n\r\n // Distortion like TV\r\n vec2 q = uv - .5;\r\n q *= mix(1., 1.3, S(.25, 1., length(q)));\r\n\r\n // Glitch \r\n if (glitchMode == 2 || glitchMode == 3) {\r\n q.x += mix(.02 * rand(floor(time * 6.122)), .0, pow(S(-.08, .08, rand(floor(q.y * resolution.y * .08 + time * 4.214))), 8.0));\r\n q.x -= mix(.02 * rand(floor(time * 4.526)), .0, pow(S(-.08, .08, rand(floor(q.y * resolution.y * .08 + time * 5.301) + 10.421)), 8.0));\r\n q.x += mix(.01 * rand(floor(time * 5.109)), .0, pow(S(-.08, .08, rand(floor(q.y * resolution.y * .06 + time * 7.628) + 21.214)), 8.0));\r\n q.x -= mix(.01 * rand(floor(time * 3.805)), .0, pow(S(-.08, .08, rand(floor(q.y * resolution.y * .06 + time * 8.716) + 51.911)), 8.0));\r\n q.x += mix(pow((rand(floor(q.y * resolution.y * .4) * 3.1259) - .5), 3.) * .1 , 0., pow(S(-.4, .4, rand(floor(q.y * resolution.y * .04 - time * .001) - floor(time * 8.) * .412 + 13.141)), 8.0));\r\n }\r\n\r\n vec3 col = texture2D(tDiffuse, q * .82 + .5).rgb;\r\n if (glitchMode == 1 || glitchMode == 2) {\r\n col.g = texture2D(tDiffuse, q * .82 + .5 + vec2(.02 * q.x, .0)).g;\r\n col.b = texture2D(tDiffuse, q * .82 + .5 - vec2(.02 * q.x, .0)).b;\r\n }\r\n\r\n q = uv - .5;\r\n q *= mix(1., 1.3, S(.25, 1., length(q)));\r\n\r\n // Motif\r\n vec4 motif = texture2D(motifTexture, q * .82 + 0.5);\r\n vec4 text = texture2D(textTexture, q * .9 + 0.5);\r\n if (glitchMode == 1 || glitchMode == 2) {\r\n motif.g = texture2D(motifTexture, q * .82 + 0.5 + vec2(.02 * q.x,.0)).g;\r\n motif.b = texture2D(motifTexture, q * .82 + 0.5 - vec2(.02 * q.x,.0)).b;\r\n }\r\n vec2 pp = q * .82 + .5 - time * flowSpeed;\r\n pp += p1 * cos(pp.x * p2) * noise(pp.x * p3) * noise(pp.y * p4) / scale;\r\n if (mode > 0) { \r\n float black = S(0.3, 0.5, length(motif.rgb));\r\n for (float x = -0.2; x <= 0.2; x += 0.04) {\r\n for (float y = -0.2; y <= 0.2; y += 0.04) {\r\n vec4 nmotif = texture2D(motifTexture, q * .82 + 0.5 + vec2(x, y) / resolution);\r\n black *= S(0.3, 0.5, length(nmotif.rgb));\r\n }\r\n }\r\n black = (1.0 - black) * motif.a;\r\n if (waveORdot == 0) {\r\n motif.a *= S(0., .8, abs(fract(pp.y * scale) * 2. - 1.));\r\n } else {\r\n motif.a *= S(0., .8, abs(sin(pp.x * scale * PI) * sin(pp.y * scale * PI)));\r\n }\r\n motif.a = mix(motif.a, 1.0, black);\r\n }\r\n col = mix(col, motif.rgb, max(0.0, motif.a - text.a));\r\n col = pow(col * 1.05, vec3(1.8));\r\n\r\n // Text\r\n if (glitchMode == 1 || glitchMode == 2) {\r\n text.g = texture2D(textTexture, q * .9 + 0.5 + vec2(.02 * q.x, .0)).g;\r\n text.b = texture2D(textTexture, q * .9 + 0.5 - vec2(.02 * q.x, .0)).b;\r\n }\r\n if (mode > 0) {\r\n float black = S(0.7, 0.6, length(text.rgb)) * text.a;\r\n if (waveORdot == 0) {\r\n text.a *= S(-.4, .8, abs(fract(pp.y * scale) * 2. - 1.));\r\n } else {\r\n text.a *= S(-.4, .8, abs(sin(pp.x * scale * PI) * sin(pp.y * scale * PI)));\r\n }\r\n text.a = mix(text.a, 1.0, black);\r\n }\r\n col = mix(col, text.rgb, text.a);\r\n\r\n if (gray) {\r\n col = vec3(pow(length(col) / sqrt(3.0), 1.5));\r\n }\r\n\r\n col += rand21(q + time) * 0.06 - 0.03;\r\n col *= 1.1 - pow(max(0., length(q) - 0.2) * 1.6, 1.6) * 0.6;\r\n\r\n // White noise\r\n if (time > 59.8) {\r\n col = vec3(rand21(floor(q * resolution * 0.5) + time));\r\n } \r\n\r\n gl_FragColor = vec4(col, 1.0);\r\n}"},this.thirdPass=new j(this.thirdShader),this.effectComposer.addPass(this.thirdPass)}setIndex(A,B){this.colorIndex=[0,1,2,3];for(let I=A;I>=0;I--){const A=B%(I+2),Q=this.colorIndex[A];this.colorIndex[A]=this.colorIndex[I+1],this.colorIndex[I+1]=Q}}setSize(A){this.effectComposer.setSize(A.width,A.height),this.firstPass.material.uniforms.resolution.value=[A.width,A.height],this.thirdPass.material.uniforms.resolution.value=[A.width,A.height]}setTexture(A){this.firstPass.material.uniforms.textTexture.value=A,this.thirdPass.material.uniforms.textTexture.value=A}textUpdate(){this.firstPass.material.uniforms.textTexture.value.needsUpdate=!0,this.thirdPass.material.uniforms.textTexture.value.needsUpdate=!0}setTime(A){this.firstPass.material.uniforms.time.value=A,this.thirdPass.material.uniforms.time.value=A}render(){this.effectComposer.render()}}class x{constructor(B,Q,Y,F,M,E,g){this.effectComposer=new G(B),this.effectComposer.setSize(Q.width,Q.height),this.effectComposer.setPixelRatio(2),this.renderPass=new n(Y,F),this.effectComposer.addPass(this.renderPass),this.properties=g,this.aPass=new o(new A.Vector2(Q.x,Q.y),.5,.4,0),this.effectComposer.addPass(this.aPass),this.firstShader={uniforms:{tDiffuse:{value:null},resolution:{value:[Q.width,Q.height]},time:{value:0},style:{value:this.properties.style},mode:{value:this.properties.mode%3},seed:{value:this.properties.seed}},vertexShader:I,fragmentShader:"precision highp float;\r\n\r\nvarying vec2 vUv;\r\n\r\nuniform sampler2D tDiffuse;\r\nuniform vec2 resolution;\r\nuniform float time;\r\nuniform int style;\r\nuniform int mode;\r\nuniform float seed;\r\n\r\n#define PI 3.14159265358979323846\r\n\r\nfloat rand(float n){return fract(sin(n) * seed);}\r\n\r\nfloat rand21(vec2 p){return fract(sin(dot(p,vec2(221.9119, 101.2148))) * seed);}\r\n\r\nmat2 rotmat(float a) {\r\n return mat2(cos(a), -sin(a), sin(a), cos(a));\r\n}\r\n\r\nfloat noise(vec2 p, float freq ){\r\n\tfloat unit = 1.0/freq;\r\n\tvec2 ij = floor(p/unit);\r\n\tvec2 xy = mod(p,unit)/unit;\r\n\t// xy = 3.*xy*xy-2.*xy*xy*xy;\r\n\txy = .5*(1.-cos(PI*xy));\r\n\tfloat a = rand21((ij+vec2(0.,0.)));\r\n\tfloat b = rand21((ij+vec2(1.,0.)));\r\n\tfloat c = rand21((ij+vec2(0.,1.)));\r\n\tfloat d = rand21((ij+vec2(1.,1.)));\r\n\tfloat x1 = mix(a, b, xy.x);\r\n\tfloat x2 = mix(c, d, xy.x);\r\n\treturn mix(x1, x2, xy.y);\r\n}\r\n\r\nfloat pNoise(vec2 p, int res){\r\n\tfloat persistance = .5;\r\n\tfloat n = 0.;\r\n\tfloat normK = 0.;\r\n\tfloat f = 1.;\r\n\tfloat amp = 1.;\r\n\tint iCount = 0;\r\n\tfor (int i = 0; i<100; i++){\r\n\t\tn+=amp*noise(p, f);\r\n\t\tf*=2.;\r\n\t\tnormK+=amp;\r\n\t\tamp*=persistance;\r\n\t\tif (iCount == res) break;\r\n\t\tiCount++;\r\n\t}\r\n\tfloat nf = n/normK;\r\n\treturn nf*nf*nf*nf;\r\n}\r\n\r\nvec3 sky(vec2 q) {\r\n q.x += time * 0.01;\r\n vec2 p = q * vec2(8.0, 12.0);\r\n p += noise(p * 0.314, 1.) * .6;\r\n p.x += noise(p * 0.629 + 9.123, 2.) * .3;\r\n p.y += noise(p * 0.931 + 13.151, 4.) * .1;\r\n float a1 = pNoise(p, 8);\r\n p += noise(p * 0.512 + 19.921, 4.) * .3;\r\n p += noise(p * 1.198 + 32.512, 8.) * .1;\r\n float a2 = pNoise(p + vec2(0.1, 0.3), 4);\r\n float b = smoothstep(0.2, 0.8, q.y);\r\n a1 *= (b * .4 + 0.1) * 4.;\r\n a2 *= (b * .5 + 0.2) * 2.;\r\n vec3 c1 = mix(vec3(0.08, 0.68, 0.96), vec3(0.02, 0.52, 0.85), b);\r\n vec3 c2 = mix(vec3(0.3, 0.8, 0.99), vec3(0.35, 0.72, 0.98), b);\r\n vec3 c3 = mix(vec3(0.9, 0.98, 0.98), vec3(0.9, 1.0, 1.0), b);\r\n vec3 c = mix(c1, mix(c2, c3, smoothstep(0.042, 0.2, a1)), smoothstep(0.036, 0.1, a2));\r\n return c;\r\n}\r\n\r\nvec3 smoke(vec2 q) {\r\n q.x += time * 0.01;\r\n vec2 p = q * vec2(6.0, 8.0);\r\n p += noise(p * 0.314, 1.) * .4;\r\n p.x += noise(p * 0.629 + 9.123, 2.) * .2;\r\n p.y += noise(p * 0.931 + 13.151, 4.) * .1;\r\n float a1 = pNoise(p, 8);\r\n p += noise(p * 0.512 + 19.921, 4.) * .2;\r\n p += noise(p * 1.198 + 32.512, 8.) * .1;\r\n float a2 = pNoise(p + vec2(0.1, 0.3), 4);\r\n float b = smoothstep(0.2, 0.8, q.y);\r\n a1 *= (b * .4 + 0.1) * 4.;\r\n a2 *= (b * .5 + 0.2) * 2.;\r\n vec3 c3 = mix(vec3(0.84, 0.31, 0.22), vec3(0.84, 0.22, 0.22), b);\r\n vec3 c2 = mix(vec3(0.6, 0.25, 0.2), vec3(0.6, 0.2, 0.2), b);\r\n vec3 c1 = mix(vec3(0.2, 0.18, 0.18), vec3(0.24, 0.2, 0.2), b);\r\n vec3 c = mix(c1, mix(c2, c3, smoothstep(0.1, 0.8, a1)), smoothstep(-0.3, 0.3, a2));\r\n return c;\r\n}\r\n\r\nvec3 sunset(vec2 q) {\r\n q.x += time * 0.01;\r\n vec2 p = q * vec2(3.0, 5.0);\r\n p += noise(p * 0.314, 1.) * .2;\r\n p.x += noise(p * 0.629 + 9.123, 2.) * .1;\r\n p.y += noise(p * 0.931 + 13.151, 4.) * .05;\r\n float a1 = pNoise(p, 8);\r\n float b = smoothstep(0.2, 0.8, q.y);\r\n a1 *= (b * .3 + 0.4) * 4.;\r\n vec3 c1 = mix(vec3(0.94, 0.74, 0.82), vec3(0.94, 0.72, 0.58), b);\r\n vec3 c2 = mix(vec3(0.9, 0.64, 0.76), vec3(0.9, 0.62, 0.72), b);\r\n vec3 c = mix(c1, c2, smoothstep(0.12, 0.6, a1));\r\n return c;\r\n}\r\n\r\nvec3 galaxy(vec2 p, int m) {\r\n p *= rotmat(rand(1.214) * 1.2 - 0.6);\r\n p *= vec2(1.6, 0.1);\r\n\r\n float t = floor(time * 24.) / 24.;\r\n\r\n p.y += t * 0.5142;\r\n float a = pNoise(p, 4) * 4.0;\r\n p.x += 53.516;\r\n p.x *= 1.2193;\r\n p.y += t * 0.18814;\r\n a += pNoise(p, 5) * 2.0;\r\n p.x += 31.1531;\r\n p.x *= 1.4113;\r\n p.y += t * 0.12984;\r\n a += pNoise(p, 6) * 1.0;\r\n p.x -= 61.2941;\r\n p.x *= 0.8912;\r\n p.y += t * 0.18351;\r\n a -= pNoise(p, 5) * 2.0;\r\n\r\n vec3 c;\r\n if (m == 0) {\r\n // c = mix(vec3(0.1804, 0.3569, 0.7176), vec3(0.2353, 0.7059, 0.6902), a);\r\n c = mix(vec3(0.4235, 0.0745, 0.1451), vec3(0.749, 0.298, 0.4784), a);\r\n } else if (m == 1) {\r\n // c = mix(vec3(0.6275, 0.3647, 0.7137), vec3(0.2941, 0.2902, 0.5882), a);\r\n c = mix(vec3(0.6392, 0.2471, 0.6078), vec3(0.3176, 0.302, 0.549), a);\r\n } else {\r\n c = mix(vec3(0.2471, 0.5725, 0.6314), vec3(0.5647, 0.6039, 0.1529), a);\r\n }\r\n return c;\r\n}\r\n\r\nvoid main() {\r\n 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resolution;\r\nuniform float time;\r\nuniform int transparent;\r\nuniform float seed;\r\n\r\n#define S smoothstep\r\n#define PI 3.14159265359\r\n\r\nfloat rand(float n){return fract(sin(n) * seed);}\r\n\r\nfloat rand21(vec2 p){return fract(sin(dot(p,vec2(221.9119, 101.2148))) * seed);}\r\n\r\n\r\nvoid main() {\r\n vec2 uv = vUv;\r\n\r\n // Distortion like TV\r\n vec2 q = uv - .5;\r\n q *= mix(1., 1.3, S(.25, 1., length(q)));\r\n\r\n vec3 col = texture2D(tDiffuse, q * .82 + .5).rgb;\r\n q = uv - .5;\r\n q *= mix(1., 1.3, S(.25, 1., length(q)));\r\n\r\n // Motif\r\n vec4 motif = texture2D(motifTexture, q * .82 + 0.5);\r\n col = mix(col, motif.rgb, motif.a * (transparent == 0 ? 1.0 : 0.75));\r\n col = pow(col * 1.05, vec3(1.8));\r\n\r\n // Text \r\n vec4 text = texture2D(textTexture, q * .9 + 0.5);\r\n col = mix(col, text.rgb, text.a);\r\n\r\n if (gray) {\r\n col = vec3(pow(length(col) / sqrt(3.0), 1.5));\r\n }\r\n\r\n col += rand21(q + time) * 0.06 - 0.03;\r\n col *= 1.1 - pow(max(0., 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i=0;i<2;i++)D.save(),n(I,Q,E,h,C,c,D,1==i),D.clip(),D.fillStyle=F[U],D.fillRect(0,0,A,B),D.fillStyle=Y[U],n(I,Q-.1*g,E,h,1.2*C,c,D,1==i),D.fill(),D.beginPath(),D.fillStyle=M[U],D.arc(I+(0==i?E:-E-.4*g),Q-.65*g,.4*g,0,2*Math.PI,!0),D.fill(),j.drawImage(R,0,0),j.save(),j.strokeStyle="#000000",n(I,Q,E,h,C,c,j,1==i),j.stroke(),D.restore(),j.restore(),D.clearRect(0,0,A,B)};h(I,Q,E,0==c?.7:.5,.4*g),h(I,Q,E,0==c?.35:.25,.55*g),h(I,Q,E,0,.7*g)})(Q,s+(0==h?0:-.6*t),I,0==h?1.8*t:1.6*t,C)}c>-1&&((I,Q,E,g)=>{const c=(A,B,I,Q,Y)=>{Y.save(),Y.translate(A,B);let F=[];switch(Q){case 0:Y.beginPath(),Y.moveTo
0x3942c585…919esent to0x99a9b7c1…b069·#19,275,697·0x645a0468…ac1a07
roup),A.add(this.fragment.group),A.add(this.cone.group)):1==this.mode?(this.bubble=new M(30),this.star=new c(180),A.add(this.bubble.mesh),A.add(this.star.mesh)):2==this.mode?(this.twinkle=new h(300),A.add(this.twinkle.mesh)):3==this.mode?(this.heart=new C(120),A.add(this.heart.mesh)):4==this.mode?(this.lightning=new i(16,56),A.add(this.lightning.group)):5==this.mode&&(this.circle=new w(24),A.add(this.circle.mesh))}set(A){if(0==this.mode){this.explosion.set(A),this.fragment.set(A),this.cone.set(A);for(let B=0;B<4;B++){const I=A.rand(-4,4),Q=A.rand(-4,4),Y=A.rand(-10,0);this.explosion.meshes[B].position.set(I,Q,Y),this.fragment.meshes[B].position.set(I,Q,Y),this.cone.meshes[B].position.set(I,Q,Y)}this.count=-1}else if(1==this.mode){const B=A.rand(-3,3),I=A.rand(-3,3);this.bubble.set(A,B,I),this.star.set(A,B,I)}else 2==this.mode?this.twinkle.set(A):3==this.mode?this.heart.set(A):4==this.mode?this.lightning.set(A):5==this.mode&&this.circle.set(A)}setDisplayScale(A){1==this.mode?(this.bubble.mesh.material.uniforms.displayScale.value=A,this.star.mesh.material.uniforms.displayScale.value=A):2==this.mode&&(this.twinkle.mesh.material.uniforms.displayScale.value=A)}update(B,I,Q){if(0==this.mode){const Y=new A.Object3D;for(;Math.min(4,Q/2)>this.count;)this.count++,this.explosion.setDisplacenment(B,I,this.count);for(let A=0;A<4;A++){const B=Math.atan(2*Math.max(0,Math.floor(12*Q)/12-1*A))/(.5*Math.PI);B<1e-5?(this.explosion.meshes[A].visible=!1,this.fragment.meshes[A].visible=!1,this.cone.meshes[A].visible=!1):(this.explosion.meshes[A].visible=!0,this.fragment.meshes[A].visible=!0,this.cone.meshes[A].visible=!0,this.explosion.update(Y,B,A),this.fragment.update(Y,B,A),this.cone.update(Y,B,A))}}else if(1==this.mode){const A=Math.floor(24*Q)/24;this.bubble.update(A),this.star.update(A)}else if(2==this.mode){const A=Math.floor(24*Q)/24;this.twinkle.update(A)}else if(3==this.mode){const B=new A.Object3D,I=Math.floor(24*Q)/24;this.heart.update(B,I)}else if(4==this.mode)Q-Math.floor(12*Q)/12<.02&&this.lightning.update(Q,I);else if(5==this.mode){const A=Math.floor(24*Q)/24;this.circle.update(A)}}}const U={uniforms:{tDiffuse:{value:null},opacity:{value:1}},vertexShader:"\n\n\t\tvarying vec2 vUv;\n\n\t\tvoid main() {\n\n\t\t\tvUv = uv;\n\t\t\tgl_Position = projectionMatrix * modelViewMatrix * vec4( position, 1.0 );\n\n\t\t}",fragmentShader:"\n\n\t\tuniform float opacity;\n\n\t\tuniform sampler2D tDiffuse;\n\n\t\tvarying vec2 vUv;\n\n\t\tvoid main() {\n\n\t\t\tgl_FragColor = texture2D( tDiffuse, vUv );\n\t\t\tgl_FragColor.a *= opacity;\n\n\n\t\t}"};class y{constructor(){this.enabled=!0,this.needsSwap=!0,this.clear=!1,this.renderToScreen=!1}setSize(){}render(){console.error("THREE.Pass: .render() must be implemented in derived pass.")}dispose(){}}const N=new A.OrthographicCamera(-1,1,1,-1,0,1),s=new A.BufferGeometry;s.setAttribute("position",new A.Float32BufferAttribute([-1,3,0,-1,-1,0,3,-1,0],3)),s.setAttribute("uv",new A.Float32BufferAttribute([0,2,0,0,2,0],2));class R{constructor(B){this._mesh=new A.Mesh(s,B)}dispose(){this._mesh.geometry.dispose()}render(A){A.render(this._mesh,N)}get material(){return this._mesh.material}set material(A){this._mesh.material=A}}class j extends y{constructor(B,I){super(),this.textureID=void 0!==I?I:"tDiffuse",B instanceof A.ShaderMaterial?(this.uniforms=B.uniforms,this.material=B):B&&(this.uniforms=A.UniformsUtils.clone(B.uniforms),this.material=new A.ShaderMaterial({defines:Object.assign({},B.defines),uniforms:this.uniforms,vertexShader:B.vertexShader,fragmentShader:B.fragmentShader})),this.fsQuad=new R(this.material)}render(A,B,I){this.uniforms[this.textureID]&&(this.uniforms[this.textureID].value=I.texture),this.fsQuad.material=this.material,this.renderToScreen?(A.setRenderTarget(null),this.fsQuad.render(A)):(A.setRenderTarget(B),this.clear&&A.clear(A.autoClearColor,A.autoClearDepth,A.autoClearStencil),this.fsQuad.render(A))}dispose(){this.material.dispose(),this.fsQuad.dispose()}}class D extends y{constructor(A,B){super(),this.scene=A,this.camera=B,this.clear=!0,this.needsSwap=!1,this.inverse=!1}render(A,B,I){const Q=A.getContext(),Y=A.state;let F,M;Y.buffers.color.setMask(!1),Y.buffers.depth.setMask(!1),Y.buffers.color.setLocked(!0),Y.buffers.depth.setLocked(!0),this.inverse?(F=0,M=1):(F=1,M=0),Y.buffers.stencil.setTest(!0),Y.buffers.stencil.setOp(Q.REPLACE,Q.REPLACE,Q.REPLACE),Y.buffers.stencil.setFunc(Q.ALWAYS,F,4294967295),Y.buffers.stencil.setClear(M),Y.buffers.stencil.setLocked(!0),A.setRenderTarget(I),this.clear&&A.clear(),A.render(this.scene,this.camera),A.setRenderTarget(B),this.clear&&A.clear(),A.render(this.scene,this.camera),Y.buffers.color.setLocked(!1),Y.buffers.depth.setLocked(!1),Y.buffers.stencil.setLocked(!1),Y.buffers.stencil.setFunc(Q.EQUAL,1,4294967295),Y.buffers.stencil.setOp(Q.KEEP,Q.KEEP,Q.KEEP),Y.buffers.stencil.setLocked(!0)}}class e extends y{constructor(){super(),this.needsSwap=!1}render(A){A.state.buffers.stencil.setLocked(!1),A.state.buffers.stencil.setTest(!1)}}class G{constructor(B,I){if(this.renderer=B,void 0===I){const Q=B.getSize(new A.Vector2);this._pixelRatio=B.getPixelRatio(),this._width=Q.width,this._height=Q.height,(I=new A.WebGLRenderTarget(this._width*this._pixelRatio,this._height*this._pixelRatio)).texture.name="EffectComposer.rt1"}else this._pixelRatio=1,this._width=I.width,this._height=I.height;this.renderTarget1=I,this.renderTarget2=I.clone(),this.renderTarget2.texture.name="EffectComposer.rt2",this.writeBuffer=this.renderTarget1,this.readBuffer=this.renderTarget2,this.renderToScreen=!0,this.passes=[],this.copyPass=new j(U),this.clock=new A.Clock}swapBuffers(){const A=this.readBuffer;this.readBuffer=this.writeBuffer,this.writeBuffer=A}addPass(A){this.passes.push(A),A.setSize(this._width*this._pixelRatio,this._height*this._pixelRatio)}insertPass(A,B){this.passes.splice(B,0,A),A.setSize(this._width*this._pixelRatio,this._height*this._pixelRatio)}removePass(A){const B=this.passes.indexOf(A);-1!==B&&this.passes.splice(B,1)}isLastEnabledPass(A){for(let B=A+1;B<this.passes.length;B++)if(this.passes[B].enabled)return!1;return!0}render(A){void 0===A&&(A=this.clock.getDelta());const B=this.renderer.getRenderTarget();let I=!1;for(let B=0,Q=this.passes.length;B<Q;B++){const Q=this.passes[B];if(!1!==Q.enabled){if(Q.renderToScreen=this.renderToScreen&&this.isLastEnabledPass(B),Q.render(this.renderer,this.writeBuffer,this.readBuffer,A,I),Q.needsSwap){if(I){const B=this.renderer.getContext(),I=this.renderer.state.buffers.stencil;I.setFunc(B.NOTEQUAL,1,4294967295),this.copyPass.render(this.renderer,this.writeBuffer,this.readBuffer,A),I.setFunc(B.EQUAL,1,4294967295)}this.swapBuffers()}void 0!==D&&(Q instanceof D?I=!0:Q instanceof e&&(I=!1))}}this.renderer.setRenderTarget(B)}reset(B){if(void 0===B){const I=this.renderer.getSize(new A.Vector2);this._pixelRatio=this.renderer.getPixelRatio(),this._width=I.width,this._height=I.height,(B=this.renderTarget1.clone()).setSize(this._width*this._pixelRatio,this._height*this._pixelRatio)}this.renderTarget1.dispose(),this.renderTarget2.dispose(),this.renderTarget1=B,this.renderTarget2=B.clone(),this.writeBuffer=this.renderTarget1,this.readBuffer=this.renderTarget2}setSize(A,B){this._width=A,this._height=B;const I=this._width*this._pixelRatio,Q=this._height*this._pixelRatio;this.renderTarget1.setSize(I,Q),this.renderTarget2.setSize(I,Q);for(let A=0;A<this.passes.length;A++)this.passes[A].setSize(I,Q)}setPixelRatio(A){this._pixelRatio=A,this.setSize(this._width,this._height)}dispose(){this.renderTarget1.dispose(),this.renderTarget2.dispose(),this.copyPass.dispose()}}class n extends y{constructor(B,I,Q,Y,F){super(),this.scene=B,this.camera=I,this.overrideMaterial=Q,this.clearColor=Y,this.clearAlpha=void 0!==F?F:0,this.clear=!0,this.clearDepth=!1,this.needsSwap=!1,this._oldClearColor=new A.Color}render(A,B,I){const Q=A.autoClear;let Y,F;A.autoClear=!1,void 0!==this.overrideMaterial&&(F=this.scene.overrideMaterial,this.scene.overrideMaterial=this.overrideMaterial),this.clearColor&&(A.getClearColor(this._oldClearColor),Y=A.getClearAlpha(),A.setClearColor(this.clearColor,this.clearAlpha)),this.clearDepth&&A.clearDepth(),A.setRenderTarget(this.renderToScreen?null:I),this.clear&&A.clear(A.autoClearColor,A.autoClearDepth,A.autoClearStencil),A.render(this.scene,this.camera),this.clearColor&&A.setClearColor(this._oldClearColor,Y),void 0!==this.overrideMaterial&&(this.scene.overrideMaterial=F),A.autoClear=Q}}const z={shaderID:"luminosityHighPass",uniforms:{tDiffuse:{value:null},luminosityThreshold:{value:1},smoothWidth:{value:1},defaultColor:{value:new A.Color(0)},defaultOpacity:{value:0}},vertexShader:"\n\n\t\tvarying vec2 vUv;\n\n\t\tvoid main() {\n\n\t\t\tvUv = uv;\n\n\t\t\tgl_Position = projectionMatrix * modelViewMatrix * vec4( position, 1.0 );\n\n\t\t}",fragmentShader:"\n\n\t\tuniform sampler2D tDiffuse;\n\t\tuniform vec3 defaultColor;\n\t\tuniform float defaultOpacity;\n\t\tuniform float luminosityThreshold;\n\t\tuniform float smoothWidth;\n\n\t\tvarying vec2 vUv;\n\n\t\tvoid main() {\n\n\t\t\tvec4 texel = texture2D( tDiffuse, vUv );\n\n\t\t\tvec3 luma = vec3( 0.299, 0.587, 0.114 );\n\n\t\t\tfloat v = dot( texel.xyz, luma );\n\n\t\t\tvec4 outputColor = vec4( defaultColor.rgb, defaultOpacity );\n\n\t\t\tfloat alpha = smoothstep( luminosityThreshold, luminosityThreshold + smoothWidth, v );\n\n\t\t\tgl_FragColor = mix( outputColor, texel, alpha );\n\n\t\t}"};class o extends y{constructor(B,I,Q,Y){super(),this.strength=void 0!==I?I:1,this.radius=Q,this.threshold=Y,this.resolution=void 0!==B?new A.Vector2(B.x,B.y):new A.Vector2(256,256),this.clearColor=new A.Color(0,0,0),this.renderTargetsHorizontal=[],this.renderTargetsVertical=[],this.nMips=5;let F=Math.round(this.resolution.x/2),M=Math.round(this.resolution.y/2);this.renderTargetBright=new A.WebGLRenderTarget(F,M),this.renderTargetBright.texture.name="UnrealBloomPass.bright",this.renderTargetBright.texture.generateMipmaps=!1;for(let B=0;B<this.nMips;B++){const I=new A.WebGLRenderTarget(F,M);I.texture.name="UnrealBloomPass.h"+B,I.texture.generateMipmaps=!1,this.renderTargetsHorizontal.push(I);const Q=new A.WebGLRenderTarget(F,M);Q.texture.name="UnrealBloomPass.v"+B,Q.texture.generateMipmaps=!1,this.renderTargetsVertical.push(Q),F=Math.round(F/2),M=Math.round(M/2)}const E=z;this.highPassUniforms=A.UniformsUtils.clone(E.uniforms),this.highPassUniforms.luminosityThreshold.value=Y,this.highPassUniforms.smoothWidth.value=.01,this.materialHighPassFilter=new A.ShaderMaterial({uniforms:this.highPassUniforms,vertexShader:E.vertexShader,fragmentShader:E.fragmentShader,defines:{}}),this.separableBlurMaterials=[];const g=[3,5,7,9,11];F=Math.round(this.resolution.x/2),M=Math.round(this.resolution.y/2);for(let B=0;B<this.nMips;B++)this.separableBlurMaterials.push(this.getSeperableBlurMaterial(g[B])),this.separableBlurMaterials[B].uniforms.texSize.value=new A.Vector2(F,M),F=Math.round(F/2),M=Math.round(M/2);this.compositeMaterial=this.getCompositeMaterial(this.nMips),this.compositeMaterial.uniforms.blurTexture1.value=this.renderTargetsVertical[0].texture,this.compositeMaterial.uniforms.blurTexture2.value=this.renderTargetsVertical[1].texture,this.compositeMaterial.uniforms.blurTexture3.value=this.renderTargetsVertical[2].texture,this.compositeMaterial.uniforms.blurTexture4.value=this.renderTargetsVertical[3].texture,this.compositeMaterial.uniforms.blurTexture5.value=this.renderTargetsVertical[4].texture,this.compositeMaterial.uniforms.bloomStrength.value=I,this.compositeMaterial.uniforms.bloomRadius.value=.1,this.compositeMaterial.needsUpdate=!0,this.compositeMaterial.uniforms.bloomFactors.value=[1,.8,.6,.4,.2],this.bloomTintColors=[new A.Vector3(1,1,1),new A.Vector3(1,1,1),new A.Vector3(1,1,1),new A.Vector3(1,1,1),new A.Vector3(1,1,1)],this.compositeMaterial.uniforms.bloomTintColors.value=this.bloomTintColors;const c=U;this.copyUniforms=A.UniformsUtils.clone(c.uniforms),this.copyUniforms.opacity.value=1,this.materialCopy=new A.ShaderMaterial({uniforms:this.copyUniforms,vertexShader:c.vertexShader,fragmentShader:c.fragmentShader,blending:A.AdditiveBlending,depthTest:!1,depthWrite:!1,transparent:!0}),this.enabled=!0,this.needsSwap=!1,this._oldClearColor=new A.Color,this.oldClearAlpha=1,this.basic=new A.MeshBasicMaterial,this.fsQuad=new R(null)}dispose(){for(let A=0;A<this.renderTargetsHorizontal.length;A++)this.renderTargetsHorizontal[A].dispose();for(let A=0;A<this.renderTargetsVertical.length;A++)this.renderTargetsVertical[A].dispose();this.renderTargetBright.dispose();for(let A=0;A<this.separableBlurMaterials.length;A++)this.separableBlurMaterials[A].dispose();this.compositeMaterial.dispose(),this.materialCopy.dispose(),this.basic.dispose(),this.fsQuad.dispose()}setSize(B,I){let Q=Math.round(B/2),Y=Math.round(I/2);this.renderTargetBright.setSize(Q,Y);for(let B=0;B<this.nMips;B++)this.renderTargetsHorizontal[B].setSize(Q,Y),this.renderTargetsVertical[B].setSize(Q,Y),this.separableBlurMaterials[B].uniforms.texSize.value=new A.Vector2(Q,Y),Q=Math.round(Q/2),Y=Math.round(Y/2)}render(A,B,I,Q,Y){A.getClearColor(this._oldClearColor),this.oldClearAlpha=A.getClearAlpha();const F=A.autoClear;A.autoClear=!1,A.setClearColor(this.clearColor,0),Y&&A.state.buffers.stencil.setTest(!1),this.renderToScreen&&(this.fsQuad.material=this.basic,this.basic.map=I.texture,A.setRenderTarget(null),A.clear(),this.fsQuad.render(A)),this.highPassUniforms.tDiffuse.value=I.texture,this.highPassUniforms.luminosityThreshold.value=this.threshold,this.fsQuad.material=this.materialHighPassFilter,A.setRenderTarget(this.renderTargetBright),A.clear(),this.fsQuad.render(A);let M=this.renderTargetBright;for(let B=0;B<this.nMips;B++)this.fsQuad.material=this.separableBlurMaterials[B],this.separableBlurMaterials[B].uniforms.colorTexture.value=M.texture,this.separableBlurMaterials[B].uniforms.direction.value=o.BlurDirectionX,A.setRenderTarget(this.renderTargetsHorizontal[B]),A.clear(),this.fsQuad.render(A),this.separableBlurMaterials[B].uniforms.colorTexture.value=this.renderTargetsHorizontal[B].texture,this.separableBlurMaterials[B].uniforms.direction.value=o.BlurDirectionY,A.setRenderTarget(this.renderTargetsVertical[B]),A.clear(),this.fsQuad.render(A),M=this.renderTargetsVertical[B];this.fsQuad.material=this.compositeMaterial,this.compositeMaterial.uniforms.bloomStrength.value=this.strength,this.compositeMaterial.uniforms.bloomRadius.value=this.radius,this.compositeMaterial.uniforms.bloomTintColors.value=this.bloomTintColors,A.setRenderTarget(this.renderTargetsHorizontal[0]),A.clear(),this.fsQuad.render(A),this.fsQuad.material=this.materialCopy,this.copyUniforms.tDiffuse.value=this.renderTargetsHorizontal[0].texture,Y&&A.state.buffers.stencil.setTest(!0),this.renderToScreen?(A.setRenderTarget(null),this.fsQuad.render(A)):(A.setRenderTarget(I),this.fsQuad.render(A)),A.setClearColor(this._oldClearColor,this.oldClearAlpha),A.autoClear=F}getSeperableBlurMaterial(B){return new A.ShaderMaterial({defines:{KERNEL_RADIUS:B,SIGMA:B},uniforms:{colorTexture:{value:null},texSize:{value:new A.Vector2(.5,.5)},direction:{value:new A.Vector2(.5,.5)}},vertexShader:"varying vec2 vUv;\n\t\t\t\tvoid main() {\n\t\t\t\t\tvUv = uv;\n\t\t\t\t\tgl_Position = projectionMatrix * modelViewMatrix * vec4( position, 1.0 );\n\t\t\t\t}",fragmentShader:"#include <common>\n\t\t\t\tvarying vec2 vUv;\n\t\t\t\tuniform sampler2D colorTexture;\n\t\t\t\tuniform vec2 texSize;\n\t\t\t\tuniform vec2 direction;\n\n\t\t\t\tfloat gaussianPdf(in float x, in float sigma) {\n\t\t\t\t\treturn 0.39894 * exp( -0.5 * x * x/( sigma * sigma))/sigma;\n\t\t\t\t}\n\t\t\t\tvoid main() {\n\t\t\t\t\tvec2 invSize = 1.0 / texSize;\n\t\t\t\t\tfloat fSigma = float(SIGMA);\n\t\t\t\t\tfloat weightSum = gaussianPdf(0.0, fSigma);\n\t\t\t\t\tvec3 diffuseSum = texture2D( colorTexture, vUv).rgb * weightSum;\n\t\t\t\t\tfor( int i = 1; i < KERNEL_RADIUS; i ++ ) {\n\t\t\t\t\t\tfloat x = float(i);\n\t\t\t\t\t\tfloat w = gaussianPdf(x, fSigma);\n\t\t\t\t\t\tvec2 uvOffset = direction * invSize * x;\n\t\t\t\t\t\tvec3 sample1 = texture2D( colorTexture, vUv + uvOffset).rgb;\n\t\t\t\t\t\tvec3 sample2 = texture2D( colorTexture, vUv - uvOffset).rgb;\n\t\t\t\t\t\tdiffuseSum += (sample1 + sample2) * w;\n\t\t\t\t\t\tweightSum += 2.0 * w;\n\t\t\t\t\t}\n\t\t\t\t\tgl_FragColor = vec4(diffuseSum/weightSum, 1.0);\n\t\t\t\t}"})}getCompositeMaterial(B){return new A.ShaderMaterial({defines:{NUM_MIPS:B},uniforms:{blurTexture1:{value:null},blurTexture2:{value:null},blurTexture3:{value:null},blurTexture4:{value:null},blurTexture5:{value:null},bloomStrength:{value:1},bloomFactors:{value:null},bloomTintColors:{value:null},bloomRadius:{value:0}},vertexShader:"varying vec2 vUv;\n\t\t\t\tvoid main() {\n\t\t\t\t\tvUv = uv;\n\t\t\t\t\tgl_Position = projectionMatrix * modelViewMatrix * vec4( position, 1.0 );\n\t\t\t\t}",fragmentShader:"varying vec2 vUv;\n\t\t\t\tuniform sampler2D blurTexture1;\n\t\t\t\tuniform sampler2D blurTexture2;\n\t\t\t\tuniform sampler2D blurTexture3;\n\t\t\t\tuniform sampler2D blurTexture4;\n\t\t\t\tuniform sampler2D blurTexture5;\n\t\t\t\tuniform float bloomStrength;\n\t\t\t\tuniform float bloomRadius;\n\t\t\t\tuniform float bloomFactors[NUM_MIPS];\n\t\t\t\tuniform vec3 bloomTintColors[NUM_MIPS];\n\n\t\t\t\tfloat lerpBloomFactor(const in float factor) {\n\t\t\t\t\tfloat mirrorFactor = 1.2 - factor;\n\t\t\t\t\treturn mix(factor, mirrorFactor, bloomRadius);\n\t\t\t\t}\n\n\t\t\t\tvoid main() {\n\t\t\t\t\tgl_FragColor = bloomStrength * ( lerpBloomFactor(bloomFactors[0]) * vec4(bloomTintColors[0], 1.0) * texture2D(blurTexture1, vUv) +\n\t\t\t\t\t\tlerpBloomFactor(bloomFactors[1]) * vec4(bloomTintColors[1], 1.0) * texture2D(blurTexture2, vUv) +\n\t\t\t\t\t\tlerpBloomFactor(bloomFactors[2]) * vec4(bloomTintColors[2], 1.0) * texture2D(blurTexture3, vUv) +\n\t\t\t\t\t\tlerpBloomFactor(bloomFactors[3]) * vec4(bloomTintColors[3], 1.0) * texture2D(blurTexture4, vUv) +\n\t\t\t\t\t\tlerpBloomFactor(bloomFactors[4]) * vec4(bloomTintColors[4], 1.0) * texture2D(blurTexture5, vUv) );\n\t\t\t\t}"})}}o.BlurDirectionX=new A.Vector2(1,0),o.BlurDirectionY=new A.Vector2(0,1);class H{constructor(B,Q,Y,F,M,E,g){this.effectComposer=new G(B),this.effectComposer.setSize(Q.width,Q.height),this.effectComposer.setPixelRatio(2),this.renderPass=new n(Y,F),this.effectComposer.addPass(this.renderPass),this.properties=g,this.colorPalette=[{color:[13796541,9527225,0,0],mode:0},{color:[5617833,4364224,0,0],mode:0},{color:[13922004,14984935,0,0],mode:0},{color:[16778,2010052,0,0],mode:0},{color:[12698453,4306065,0,0],mode:0},{color:[11545367,7085070,0,0],mode:0},{color:[14714278,14466180,0,0],mode:0},{color:[14142816,13667365,0,0],mode:0},{color:[7379489,4353064,0,0],mode:0},{color:[8605922,12867027,0,0],mode:0},{color:[13521959,11629605,7483671,0],mode:1},{color:[14457040,12476567,14141802,0],mode:1},{color:[13000034,12204859,7409166,0],mode:1},{color:[10390730,13206453,9421511,0],mode:1},{color:[15092945,9317056,4172761,0],mode:1},{color:[7514325,9617603,10672077,0],mode:1},{color:[10005623,2709056,6718031,0],mode:1},{color:[12656415,13122716,12870785,13801661],mode:2},{color:[14780205,10054590,15055186,13194564],mode:2},{color:[4033935,9225659,1205102,6266277],mode:2}],this.setIndex(this.colorPalette[this.properties.colorPalette].mode,this.properties.colorFlip),this.firstShader={uniforms:{tDiffuse:{value:null},textTexture:{value:M},motifTexture:{value:E},resolution:{value:[Q.width,Q.height]},time:{value:0},color1:{value:new A.Color(this.colorPalette[this.properties.colorPalette].color[this.colorIndex[0]]).toArray()},color2:{value:new A.Color(this.colorPalette[this.properties.colorPalette].color[this.colorIndex[1]]).toArray()},color3:{value:new A.Color(this.colorPalette[this.properties.colorPalette].color[this.colorIndex[2]]).toArray()},color4:{value:new A.Color(this.colorPalette[this.properties.colorPalette].color[this.colorIndex[3]]).toArray()},colorFlip:{value:this.properties.colorFlip},colorMode:{value:this.colorPalette[this.properties.colorPalette].mode},waveORdot:{value:this.properties.waveORdot},scale:{value:this.properties.scale},flowSpeed:{value:this.properties.flowSpeed},pulseSpeed:{value:this.properties.pulseSpeed},p1:{value:this.properties.p1},p2:{value:this.properties.p2},p3:{value:this.properties.p3},p4:{value:this.properties.p4},seed:{value:this.properties.seed},mode:{value:this.properties.mode}},vertexShader:I,fragmentShader:"precision highp float;\r\n\r\nvarying vec2 vUv;\r\n\r\nuniform sampler2D tDiffuse;\r\nuniform sampler2D textTexture;\r\nuniform sampler2D motifTexture;\r\nuniform vec2 resolution;\r\nuniform float time;\r\n\r\nuniform vec3 color1;\r\nuniform vec3 color2;\r\nuniform vec3 color3;\r\nuniform vec3 color4;\r\nuniform int colorFlip;\r\nuniform int colorMode;\r\nuniform int waveORdot;\r\nuniform float scale;\r\nuniform float flowSpeed;\r\nuniform float pulseSpeed;\r\nuniform float p1;\r\nuniform float p2;\r\nuniform float p3;\r\nuniform float p4;\r\nuniform float seed;\r\nuniform int mode;\r\n\r\n#define S smoothstep\r\n#define PI 3.14159265359\r\n\r\nmat2 rotmat(float a) {\r\n return mat2(cos(a), -sin(a), sin(a), cos(a));\r\n}\r\n\r\nfloat rand(float n){return fract(sin(n) * seed);}\r\n\r\nfloat rand21(vec2 p){return fract(sin(dot(p,vec2(221.9119, 101.2148))) * seed);}\r\n\r\nvec3 rand13(float n) {\r\n return fract((vec3(sin(n * 23.12), sin(n * 18.12), sin(n * 9.21)) + 21.15) * seed);\r\n}\r\n\r\nfloat noise(float x) {\r\n float i = floor(x);\r\n float f = fract(x);\r\n float u = f * f * (3.0 - 2.0 * f);\r\n return mix(rand(i), rand(i + 1.0), u);\r\n}\r\n\r\nfloat point(vec2 p, float f1, float f2, float f3, float f4, float f5, float s) {\r\n p += f2 * cos(p.x * f3) * noise(p.x * f4) * noise(p.y * f5) / f1;\r\n return S(.25 - s, .75 - s, abs(sin(p.x * f1 * PI) * sin(p.y * f1 * PI)));\r\n}\r\n\r\nfloat wave(vec2 p, float f1, float f2, float f3, float f4, float f5, float s) {\r\n p += f2 * cos(p.x * f3) * noise(p.x * f4) * noise(p.y * f5) / f1;\r\n return S(.25 - s, .75 - s, abs(fract(p.y * f1) * 2. - 1.));\r\n}\r\n\r\nfloat point(vec2 p, float f1, float f2, float f3, float f4, float f5, float s1, float s2) {\r\n p += f2 * cos(p.x * f3) * noise(p.x * f4) * noise(p.y * f5) / f1;\r\n return S(s1, s2, abs(sin(p.x * f1 * PI) * sin(p.y * f1 * PI)));\r\n}\r\n\r\nfloat wave(vec2 p, float f1, float f2, float f3, float f4, float f5, float s1, float s2) {\r\n p += f2 * cos(p.x * f3) * noise(p.x * f4) * noise(p.y * f5) / f1;\r\n return S(s1, s2, abs(fract(p.y * f1) * 2. - 1.));\r\n}\r\n\r\nvec4 moirepoint(vec2 p) {\r\n float c1 = point(p, scale, p1, p2, p3, p4, -0.18);\r\n\r\n vec2 q = p + rand(.11) + time * pulseSpeed;\r\n float c2 = point(q, scale, p1, p2, p3, p4, 0.1);\r\n\r\n q = p + rand(.23) + time * pulseSpeed;\r\n float c3 = point(q, scale, p1, p2, p3, p4, 0.1);\r\n\r\n q = p + rand(.35) + time * pulseSpeed;\r\n float c4 = point(q, scale, p1, p2, p3, p4, 0.1);\r\n\r\n return vec4(c1, c2, c3, c4);\r\n}\r\n\r\nvec4 moirewave(vec2 p) {\r\n float c1 = wave(p, scale, p1, p2, p3, p4, -0.3);\r\n\r\n vec2 q = p + rand(.11) + time * pulseSpeed;\r\n float c2 = wave(q, scale, p1, p2, p3, p4, 0.0);\r\n\r\n q = p + rand(.23) + time * pulseSpeed;\r\n float c3 = wave(q, scale, p1, p2, p3, p4, 0.0);\r\n\r\n q = p + rand(.35) + time * pulseSpeed;\r\n float c4 = wave(q, scale, p1, p2, p3, p4, 0.0);\r\n\r\n return vec4(c1, c2, c3, c4);\r\n}\r\n\r\nfloat moirepoint1(vec2 p, float a) {\r\n return point(p, scale, p1, p2, p3, p4, -0.4 + a * 0.4, 1.0 + a * 0.2);\r\n}\r\n\r\nfloat moirewave1(vec2 p, float a) {\r\n return wave(p, scale, p1, p2, p3, p4, -0.3 + a * 0.4, 1.1 + a * 0.2);\r\n}\r\n\r\nvoid main() {\r\n vec2 uv = vUv;\r\n\r\n // Texture\r\n vec3 col0 = texture2D(tDiffuse, uv).rgb * 4.0;\r\n\r\n // Moire\r\n vec2 p = uv - time * flowSpeed;\r\n vec4 moire = moirewave(p);\r\n if (waveORdot == 1) moire = moirepoint(p);\r\n\r\n vec3 col1 = color1;\r\n vec3 co
0x3942c585…919esent to0x99a9b7c1…b069·#19,275,591·0xc39e6f35…c1fc43
(()=>{"use strict";const A=THREE;class B{constructor(A){this.hash=A,this.init()}init(){this.useA=!1;let A=function(A){let B=parseInt(A.substring(0,8),16),I=parseInt(A.substring(8,16),16),Q=parseInt(A.substring(16,24),16),Y=parseInt(A.substring(24,32),16);return function(){B|=0,I|=0,Q|=0,Y|=0;let A=(B+I|0)+Y|0;return Y=Y+1|0,B=I^I>>>9,I=Q+(Q<<3)|0,Q=Q<<21|Q>>>11,Q=Q+A|0,(A>>>0)/4294967296}};this.prngA=new A(this.hash.substring(2,34)),this.prngB=new A(this.hash.substring(34,66));for(let A=0;A<1e6;A+=2)this.prngA(),this.prngB()}random_dec(){return this.useA=!this.useA,this.useA?this.prngA():this.prngB()}rand_rarity(A){const B=this.random_dec();let I=0,Q=0;for(let Y=0;Y<A.length;Y++)if(Q+=A[Y],B<Q){I=Y;break}return I}rand(A,B){return A+(B-A)*this.random_dec()}random_int(A,B){return Math.floor(this.random_num(A,B+1))}random_bool(A){return this.random_dec()<A}random_choice(A){return A[this.random_int(0,A.length-1)]}}const I="varying vec2 vUv;\r\nvoid main()\r\n{\r\n gl_Position = projectionMatrix * modelViewMatrix * vec4(position, 1.0);\r\n\r\n vUv = uv;\r\n}";class Q{constructor(B,Q,Y){this.numGroups=B,this.numParticles=Q,this.detail=Y,this.detail1=Y+1,this.group=new A.Group,this.vertices=new Float32Array(this.detail1*this.detail1*3);for(let A=0;A<this.detail1;A++){const B=A/this.detail*4-2;for(let I=0;I<this.detail1;I++){const Q=I/this.detail*4-2;this.vertices[3*(A*this.detail1+I)+0]=2*B/(B*B+Q*Q+1),this.vertices[3*(A*this.detail1+I)+1]=2*Q/(B*B+Q*Q+1),this.vertices[3*(A*this.detail1+I)+2]=-(B*B+Q*Q-1)/(B*B+Q*Q+1)}}const F=[];for(let A=0;A<this.detail;A++)for(let B=0;B<this.detail;B++)F.push(A+this.detail1*B,A+this.detail1*(B+1),A+1+this.detail1*B),F.push(A+this.detail1*(B+1),A+1+this.detail1*(B+1),A+1+this.detail1*B);this.geometries=new Array(this.numGroups),this.positionAttributes=new Array(this.numGroups);for(let B=0;B<this.numGroups;B++)this.geometries[B]=new A.BufferGeometry,this.geometries[B].setIndex(F),this.positionAttributes[B]=this.vertices.slice(),this.geometries[B].setAttribute("position",new A.BufferAttribute(this.positionAttributes[B],3)),this.geometries[B].computeVertexNormals();this.material=new A.ShaderMaterial({vertexShader:"varying float diffuse;\r\n\r\nvoid main() {\r\n #include <beginnormal_vertex>\r\n #include <defaultnormal_vertex>\r\n\r\n transformedNormal = normalize(transformedNormal);\r\n vec3 dir = vec3(0.0, 0.0, 1.0);\r\n dir = mat3(instanceMatrix) * vec3(-0.3, 0.0, 1.0);\r\n diffuse = dot(normalize(dir), transformedNormal);\r\n\r\n\t#include <begin_vertex>\r\n\t#include <project_vertex>\r\n}",fragmentShader:"varying float diffuse;\r\n\r\nvoid main() {\r\n vec3 color = mix(vec3(0.12), vec3(1.0), smoothstep(0.7, 0.701, diffuse));\r\n gl_FragColor = vec4(color, 1.0);\r\n}"}),this.meshes=new Array(B);for(let I=0;I<B;I++)this.meshes[I]=new A.InstancedMesh(this.geometries[I],this.material,this.numParticles),this.meshes[I].instanceMatrix.setUsage(A.DynamicDrawUsage),this.group.add(this.meshes[I]);this.positions=new Array(B),this.thetas=new Array(B),this.scales=new Array(B),this.speeds=new Array(B);for(let A=0;A<B;A++)this.positions[A]=new Float32Array(3*Q),this.thetas[A]=new Float32Array(Q),this.scales[A]=new Float32Array(Q),this.speeds[A]=new Float32Array(Q);this.scene=new A.Scene,this.camera=new A.Camera,this.renderTarget=new A.WebGLRenderTarget(this.detail1,this.detail1,{type:A.FloatType});const M=new A.ShaderMaterial({vertexShader:I,fragmentShader:"varying vec2 vUv;\r\n\r\nuniform float scale;\r\nuniform float seed;\r\n\r\n#define PI 3.14159265359\r\n\r\nvec2 rand22(vec2 p) {\r\n return fract(sin(vec2(dot(p, vec2(19.212, 29.214)), dot(p, vec2(91.421, 18.314)))) * seed);\r\n}\r\n\r\nvoid main() {\r\n vec2 p = vUv * scale;\r\n vec2 ib = floor(p);\r\n vec2 fb = p - ib;\r\n \r\n float mi = 1.0;\r\n for (float i = -1.0; i <= 1.0; i++) {\r\n for (float j = -1.0; j <= 1.0; j++) {\r\n vec2 q = rand22(fract((ib + vec2(i, j)) / scale) * scale);\r\n q = vec2(i, j) + 0.5 + 0.3 * sin(q * PI * 2.0);\r\n mi = min(mi, length(fb - q));\r\n }\r\n }\r\n float disp = smoothstep(0.0, 2.5, mi);\r\n\r\n gl_FragColor = vec4(disp, 0.0, 0.0, 1.0);\r\n}",uniforms:{scale:{value:8},seed:{value:123}}});this.renderMesh=new A.Mesh(new A.PlaneGeometry(2,2),M),this.scene.add(this.renderMesh)}setDisplacenment(A,B,I){this.positionAttributes[I].set(this.vertices.slice()),this.geometries[I].attributes.position.needsUpdate=!0,this.geometries[I].computeVertexNormals(),A.setRenderTarget(this.renderTarget);for(let Q=0;Q<2;Q++){this.renderMesh.material.uniforms.seed.value=B.rand(100,1e3),this.renderMesh.material.uniforms.scale.value=3+3*Q,A.render(this.scene,this.camera);const Y=new Float32Array(4*this.detail1*this.detail1);A.readRenderTargetPixels(this.renderTarget,0,0,this.detail1,this.detail1,Y);const F=this.geometries[I].getAttribute("normal").array.slice();for(let A=0;A<this.detail1;A++)for(let B=0;B<this.detail1;B++)this.positionAttributes[I][3*(A*this.detail1+B)+0]-=(1.6-.8*Q)*Y[4*(A*this.detail1+B)]*F[3*(A*this.detail1+B)+0],this.positionAttributes[I][3*(A*this.detail1+B)+1]-=(1.6-.8*Q)*Y[4*(A*this.detail1+B)]*F[3*(A*this.detail1+B)+1],this.positionAttributes[I][3*(A*this.detail1+B)+2]-=(1.6-.8*Q)*Y[4*(A*this.detail1+B)]*F[3*(A*this.detail1+B)+2];this.geometries[I].attributes.position.needsUpdate=!0,this.geometries[I].computeVertexNormals()}A.setRenderTarget(null)}set(A){for(let B=0;B<this.numGroups;B++)for(let I=0;I<this.numParticles;I++){const Q=A.rand(1.2,1.6),Y=A.rand(0,2*Math.PI),F=A.rand(0,.5*Math.PI);this.positions[B][3*I+0]=Q*Math.cos(Y)*Math.cos(F),this.positions[B][3*I+1]=Q*Math.sin(Y)*Math.cos(F),this.positions[B][3*I+2]=Q*Math.sin(F)*.6,this.scales[B][I]=A.rand(1,1.6),this.thetas[B][I]=A.rand(-Math.PI,Math.PI),this.speeds[B][I]=A.rand(.1,3)}}update(A,B,I){for(let Q=0;Q<this.numParticles;Q++){const Y=.5+.5*Math.pow(B,this.speeds[I][Q]);A.position.x=Y*this.positions[I][3*Q+0],A.position.y=Y*this.positions[I][3*Q+1],A.position.z=Y*this.positions[I][3*Q+2],A.scale.set(this.scales[I][Q],this.scales[I][Q],this.scales[I][Q]),A.rotation.set(0,0,this.thetas[I][Q]+Y*(Q%2==0?.2:-.2),"ZYX"),A.updateMatrix(),this.meshes[I].setMatrixAt(Q,A.matrix)}this.meshes[I].instanceMatrix.needsUpdate=!0}}class Y{constructor(B,I){this.numGroups=B,this.numParticles=I,this.group=new A.Group,this.geometry=new A.PlaneGeometry(.06,.12),this.material=new A.MeshBasicMaterial({color:1118481}),this.meshes=new Array(B);for(let I=0;I<B;I++)this.meshes[I]=new A.InstancedMesh(this.geometry,this.material,this.numParticles),this.meshes[I].instanceMatrix.setUsage(A.DynamicDrawUsage),this.group.add(this.meshes[I]);this.positions=new Array(B),this.thetas=new Array(B),this.phis=new Array(B),this.scales=new Array(B),this.speeds=new Array(B);for(let A=0;A<B;A++)this.positions[A]=new Float32Array(3*I),this.thetas[A]=new Float32Array(I),this.phis[A]=new Float32Array(I),this.scales[A]=new Float32Array(I),this.speeds[A]=new Float32Array(I)}set(A){for(let B=0;B<this.numGroups;B++)for(let I=0;I<this.numParticles;I++){const Q=Math.pow(A.rand(1.2,3),4),Y=A.rand(0,2*Math.PI),F=A.rand(0,.5*Math.PI);this.positions[B][3*I+0]=Q*Math.cos(Y)*Math.cos(F),this.positions[B][3*I+1]=Q*Math.sin(Y)*Math.cos(F),this.positions[B][3*I+2]=Q*Math.sin(F),this.scales[B][I]=A.rand(.6,.8),this.thetas[B][I]=A.rand(-1,1),this.phis[B][I]=A.rand(-Math.PI,Math.PI),this.speeds[B][I]=A.rand(.2,1.2)}}update(A,B,I){for(let Q=0;Q<this.numParticles;Q++){const Y=.5+.5*Math.pow(B,this.speeds[I][Q]);A.position.x=Y*this.positions[I][3*Q+0],A.position.y=Y*this.positions[I][3*Q+1],A.position.z=Y*this.positions[I][3*Q+2],A.scale.set(this.scales[I][Q],this.scales[I][Q],this.scales[I][Q]),A.rotation.set(0,this.phis[I][Q],this.thetas[I][Q],"ZYX"),A.updateMatrix(),this.meshes[I].setMatrixAt(Q,A.matrix)}this.meshes[I].instanceMatrix.needsUpdate=!0}}class F{constructor(B,I){this.numGroups=B,this.numParticles=I,this.group=new A.Group,this.geometry=new A.ConeGeometry(.05,1,24,24),this.material=new A.ShaderMaterial({vertexShader:"varying float diffuse;\r\n\r\nvoid main() {\r\n\t#include <begin_vertex>\r\n float theta = -0.4 * transformed.y;\r\n transformed.y += 0.5;\r\n diffuse = smoothstep(2.0 - transformed.y * 2.5, 2.0 - transformed.y * 2.5 + 0.01, abs(abs(atan(transformed.z, transformed.x)) - 1.8));\r\n transformed.xy = mat2(cos(theta), -sin(theta), sin(theta), cos(theta)) * transformed.xy;\r\n #include <project_vertex>\r\n}",fragmentShader:"varying float diffuse;\r\n\r\nvoid main() {\r\n vec3 color = mix(vec3(1.0), vec3(0.12), diffuse);\r\n gl_FragColor = vec4(vec3(color), 1.0);\r\n}"}),this.meshes=new Array(B);for(let I=0;I<B;I++)this.meshes[I]=new A.InstancedMesh(this.geometry,this.material,this.numParticles),this.meshes[I].instanceMatrix.setUsage(A.DynamicDrawUsage),this.group.add(this.meshes[I]);this.depths=new Array(B),this.thetas=new Array(B),this.phis=new Array(B),this.scales=new Array(B),this.speeds=new Array(B);for(let A=0;A<B;A++)this.depths[A]=new Float32Array(I),this.thetas[A]=new Float32Array(I),this.phis[A]=new Float32Array(I),this.scales[A]=new Float32Array(I),this.speeds[A]=new Float32Array(I)}set(A){for(let B=0;B<this.numGroups;B++)for(let I=0;I<this.numParticles;I++)this.depths[B][I]=A.rand(0,.5),this.scales[B][I]=A.rand(2,5),this.thetas[B][I]=A.rand(.5,2.5),this.phis[B][I]=Math.floor(A.rand(0,2))*Math.PI,this.speeds[B][I]=A.rand(.2,1)}update(A,B,I){for(let Q=0;Q<this.numParticles;Q++){const Y=.5+.5*Math.pow(B,this.speeds[I][Q]);A.position.set(0,0,this.depths[I][Q]),A.scale.set(this.scales[I][Q]*Y,this.scales[I][Q]*Y,this.scales[I][Q]*Y),A.rotation.set(0,this.phis[I][Q],this.thetas[I][Q],"YZX"),A.updateMatrix(),this.meshes[I].setMatrixAt(Q,A.matrix)}this.meshes[I].instanceMatrix.needsUpdate=!0}}class M{constructor(B){this.numParticles=B,this.geometry=new A.BufferGeometry;const I=new Float32Array(3*B),Q=new Float32Array(B);this.geometry.setAttribute("position",new A.Float32BufferAttribute(I,3)),this.geometry.setAttribute("scale",new A.Float32BufferAttribute(Q,1)),this.material=new A.ShaderMaterial({transparent:!0,depthWrite:!1,vertexShader:"attribute float scale;\r\n\r\nuniform float displayScale;\r\n\r\nvoid main() {\r\n vec4 viewPosition = modelViewMatrix * vec4(position, 1.0);\r\n gl_Position = projectionMatrix * viewPosition;\r\n gl_PointSize = displayScale * (scale / -viewPosition.z);\r\n}",fragmentShader:"void main() {\r\n float d = distance(gl_PointCoord, vec2(0.5)) * 2.0;\r\n float alpha = smoothstep(1.01, 0.99, d) * pow(d, 8.0);\r\n gl_FragColor = vec4(vec3(0.7), alpha);\r\n}",uniforms:{displayScale:{value:0}}}),this.mesh=new A.Points(this.geometry,this.material)}set(A,B,I){const Q=this.mesh.geometry.attributes.position.array,Y=this.mesh.geometry.attributes.scale.array;this.p0=new Float32Array(2*this.numParticles);for(let B=0;B<this.numParticles;B++)this.p0[2*B+0]=A.rand(0,20),this.p0[2*B+1]=A.rand(0,20),Q[3*B+0]=this.p0[2*B+0]-10,Q[3*B+1]=this.p0[2*B+1]-10,Q[3*B+2]=A.rand(-10,-5),Y[B]=A.rand(20,40);this.mesh.geometry.attributes.position.needsUpdate=!0,this.mesh.geometry.attributes.scale.needsUpdate=!0,this.v1=B,this.v2=I}update(A){const B=this.mesh.geometry.attributes.position.array;for(let I=0;I<this.numParticles;I++)B[3*I+0]=(1e10+this.p0[2*I+0]+this.v1*A)%20-10,B[3*I+1]=(1e10+this.p0[2*I+1]+this.v2*A)%20-10;this.mesh.geometry.attributes.position.needsUpdate=!0}}const E="attribute float scale;\r\nattribute float t0;\r\nattribute float spark;\r\nattribute float angle;\r\n\r\nuniform float displayScale;\r\nuniform float time;\r\n\r\nvarying float vSpark;\r\nvarying float vAngle;\r\n\r\nvoid main() {\r\n vSpark = spark;\r\n vAngle = angle;\r\n\r\n vec4 viewPosition = modelViewMatrix * vec4(position, 1.0);\r\n gl_Position = projectionMatrix * viewPosition;\r\n gl_PointSize = displayScale * scale * (sin(t0 + time * 30.0) * 0.4 + 0.6) * (1.0 / -viewPosition.z);\r\n}",g="#define PI 3.14159265359\r\n\r\nvarying float vSpark;\r\nvarying float vAngle;\r\n\r\nvoid main() {\r\n vec2 uv = gl_PointCoord - 0.5;\r\n uv *= mat2(cos(vAngle), -sin(vAngle), sin(vAngle), cos(vAngle));\r\n float d = length(uv);\r\n float s = vSpark + 1.0;\r\n float alpha = exp(-d * 10.0 * s) * max(0.0, 1.0 - abs(uv.x * uv.y * 120.0 * s));\r\n float a = PI / 4.0;\r\n uv *= mat2(cos(a), -sin(a), sin(a), cos(a));\r\n alpha = max(alpha, exp(-d * 16.0 * s) * max(0.0, 1.0 - abs(uv.x * uv.y * 160.0 * s)));\r\n gl_FragColor = vec4(vec3(1.0), alpha * 20.0);\r\n}";class c{constructor(B){this.numParticles=B,this.geometry=new A.BufferGeometry;const I=new Float32Array(3*B),Q=new Float32Array(B),Y=new Float32Array(B);this.geometry.setAttribute("position",new A.Float32BufferAttribute(I,3)),this.geometry.setAttribute("scale",new A.Float32BufferAttribute(Q,1)),this.geometry.setAttribute("t0",new A.Float32BufferAttribute(Y,1)),this.material=new A.ShaderMaterial({transparent:!0,depthWrite:!1,vertexShader:E,fragmentShader:g,uniforms:{displayScale:{value:0},time:{value:0}}}),this.mesh=new A.Points(this.geometry,this.material)}set(A,B,I){const Q=this.mesh.geometry.attributes.scale.array,Y=this.mesh.geometry.attributes.t0.array;this.p0=new Float32Array(2*this.numParticles);for(let B=0;B<this.numParticles;B++)this.p0[2*B+0]=A.rand(0,20),this.p0[2*B+1]=A.rand(0,20),Q[B]=A.rand(4,12),Y[B]=A.rand(0,2*Math.PI);this.mesh.geometry.attributes.scale.needsUpdate=!0,this.mesh.geometry.attributes.t0.needsUpdate=!0,this.v1=B,this.v2=I}update(A){const B=this.mesh.geometry.attributes.position.array;for(let I=0;I<this.numParticles;I++)B[3*I+0]=(1e10+this.p0[2*I+0]+this.v1*A)%20-10,B[3*I+1]=(1e10+this.p0[2*I+1]+this.v2*A)%20-10;this.mesh.geometry.attributes.position.needsUpdate=!0,this.mesh.material.uniforms.time.value=A}}class h{constructor(B){this.numParticles=B,this.geometry=new A.BufferGeometry;const I=new Float32Array(3*B),Q=new Float32Array(B),Y=new Float32Array(B),F=new Float32Array(B),M=new Float32Array(B);this.geometry.setAttribute("position",new A.Float32BufferAttribute(I,3)),this.geometry.setAttribute("scale",new A.Float32BufferAttribute(Q,1)),this.geometry.setAttribute("t0",new A.Float32BufferAttribute(Y,1)),this.geometry.setAttribute("spark",new A.Float32BufferAttribute(F,1)),this.geometry.setAttribute("angle",new A.Float32BufferAttribute(M,1)),this.material=new A.ShaderMaterial({transparent:!0,depthWrite:!1,vertexShader:E,fragmentShader:g,uniforms:{displayScale:{value:0},time:{value:0}}}),this.mesh=new A.Points(this.geometry,this.material)}set(A){const B=this.mesh.geometry.attributes.scale.array,I=this.mesh.geometry.attributes.t0.array,Q=this.mesh.geometry.attributes.spark.array,Y=this.mesh.geometry.attributes.angle.array;this.a=A.rand(3,6),this.b=A.rand(3,6),this.c=A.rand(3,6),this.phi=A.rand(0,2*Math.PI),this.psi=A.rand(0,2*Math.PI),this.offset=new Float32Array(3*this.numParticles);for(let F=0;F<this.numParticles;F++)this.numParticles,this.offset[3*F+0]=A.rand(-2,2),this.offset[3*F+1]=A.rand(-2,2),this.offset[3*F+2]=A.rand(-8,-4),B[F]=A.rand(.1,20),I[F]=A.rand(0,2*Math.PI),Q[F]=A.rand(-.5,1.5),Y[F]=A.rand(0,.5*Math.PI);this.mesh.geometry.attributes.scale.needsUpdate=!0,this.mesh.geometry.attributes.t0.needsUpdate=!0,this.mesh.geometry.attributes.spark.needsUpdate=!0,this.mesh.geometry.attributes.angle.needsUpdate=!0}update(A){const B=this.mesh.geometry.attributes.position.array;for(let I=0;I<this.numParticles;I++){const Q=.4*(I/this.numParticles+Math.floor(1.2*A-I/this.numParticles));B[3*I+0]=4*Math.sin(this.a*Q)+this.offset[3*I+0],B[3*I+1]=4*Math.sin(this.b*Q+this.phi)+this.offset[3*I+1],B[3*I+2]=6*Math.sin(this.c*Q+this.psi)+this.offset[3*I+2],this.count++}this.mesh.geometry.attributes.position.needsUpdate=!0,this.mesh.material.uniforms.time.value=A}}class C{constructor(B){this.numParticles=B,this.geometry=new A.PlaneGeometry(10,10),this.material=new A.ShaderMaterial({vertexShader:"varying vec2 vUv;\r\n\r\nvoid main() {\r\n vUv = uv;\r\n \r\n\t#include <begin_vertex>\r\n\t#include <project_vertex>\r\n}",fragmentShader:"varying vec2 vUv;\r\n\r\nvoid main() {\r\n vec2 uv = vUv;\r\n uv -= .5;\r\n uv *= 1.5;\r\n \r\n float d = 0.0;\r\n float a = 0.463647609;\r\n uv.x = abs(uv.x);\r\n if (uv.x * 0.5 + uv.y > 0.2) {\r\n uv -= vec2(0.2, 0.1);\r\n uv *= mat2(cos(a), -sin(a), sin(a), cos(a));\r\n uv /= vec2(0.22360679, 0.3);\r\n d = length(uv);\r\n } else if (uv.y < 0.1) {\r\n uv.y -= 0.2;\r\n uv *= mat2(cos(a), -sin(a), sin(a), cos(a));\r\n uv /= vec2(0.22360679, 0.3);\r\n d = length(uv) - 1.0;\r\n }\r\n float r = smoothstep(1.1, 1.08, d) - smoothstep(1.02, 1.0, d);\r\n\r\n // Output to screen\r\n gl_FragColor = vec4(vec3(1.0), r * 0.8);\r\n}",transparent:!0}),this.mesh=new A.InstancedMesh(this.geometry,this.material,this.numParticles),this.mesh.instanceMatrix.setUsage(A.DynamicDrawUsage),this.positions=new Float32Array(3*B),this.scale=1,this.d=1}set(A){this.d=A.rand(1.2,1.8);for(let A=0;A<this.numParticles;A++)this.positions[3*A+0]=0,this.positions[3*A+1]=0,this.positions[3*A+2]=this.d*A;this.mesh.position.set(A.rand(-60,60),A.rand(-40,40),-100),this.mesh.rotation.set(.01*this.mesh.position.y,.01*-this.mesh.position.x,0),this.scale=A.rand(.2,1.2)}update(A,B){for(let I=0;I<this.numParticles;I++){A.position.x=this.positions[3*I+0],A.position.y=this.positions[3*I+1],A.position.z=this.positions[3*I+2]+this.d*(2*B-Math.floor(2*B));const Q=this.scale*this.smoothstep(-6,-5.98,2*B-I/24);A.scale.set(Q,Q,Q),A.updateMatrix(),this.mesh.setMatrixAt(I,A.matrix)}this.mesh.instanceMatrix.needsUpdate=!0}smoothstep(A,B,I){let Q=I-A+I/(B-A);return Q<0?0:Q<1?Q*Q*(3-2*Q):1}}class i{constructor(B,I){this.numPaths=B,this.numVertices=I,this.group=new A.Group,this.origin=new A.Vector3(0,0,0),this.paths=new Array(this.numPaths),this.geometries=new Array(this.numPaths);for(let B=0;B<this.numPaths;B++){this.paths[B]=new A.CurvePath;let Q=this.origin;for(let I=0;I<this.numVertices;I++){const I=new A.Vector3(1,0,0);I.add(Q),this.paths[B].add(new A.LineCurve3(Q,I)),Q=I}this.geometries[B]=new A.TubeGeometry(this.paths[B],I,.01+.008*B,5,!1)}this.material=new A.ShaderMaterial({vertexShader:"void main() {\r\n\t#include <begin_vertex>\r\n #include <beginnormal_vertex>\r\n #include <defaultnormal_vertex>\r\n\r\n transformedNormal = normalize(transformedNormal);\r\n transformed += transformedNormal * transformed.y * 0.016;\r\n\r\n\t#include <project_vertex>\r\n}",fragmentShader:"void main() {\r\n gl_FragColor = vec4(vec3(1.0), 1.0);\r\n}"}),this.meshes=new Array(this.numPaths);for(let B=0;B<this.numPaths;B++)this.meshes[B]=new A.Mesh(this.geometries[B],this.material),this.group.add(this.meshes[B])}set(B){this.origin.set(B.rand(-10,10),8,-10),this.d0=new A.Vector3(-this.origin.x/50+B.rand(-.1,.1),-.3,0);for(let I=0;I<this.numPaths;I++){let Q=this.origin.clone(),Y=this.d0.clone();for(let F=0;F<this.numVertices;F++){Y.multiplyScalar(B.rand(.98,1.02)),Y.applyAxisAngle(new A.Vector3(0,0,1),B.rand(-.1,.1));let M=new A.Vector3(Y.y,-Y.x,B.rand(-.01,.01));M.setLength(B.rand(-.5,.5));let E=Q.clone();E.add(Y),E.add(M),this.paths[I].curves[F].v1.copy(Q),this.paths[I].curves[F].v2.copy(E),Q=E}let F=new A.TubeGeometry(this.paths[I],this.numVertices,.01+.008*I,5,!1);for(let A=0;A<this.geometries[I].vertices.length;A++)this.geometries[I].vertices[A].copy(F.vertices[A]);this.geometries[I].verticesNeedUpdate=!0,this.geometries[I].computeVertexNormals()}}update(B,I){for(let B=0;B<this.numPaths;B++){let Q=this.origin.clone(),Y=this.d0.clone();for(let F=0;F<this.numVertices;F++){Y.multiplyScalar(I.rand(.98,1.02)),Y.applyAxisAngle(new A.Vector3(0,0,1),I.rand(-.1,.1));let M=new A.Vector3(Y.y,-Y.x,I.rand(-.01,.01));M.setLength(I.rand(-.5,.5));let E=Q.clone();E.add(Y),E.add(M),this.paths[B].curves[F].v1.copy(Q),this.paths[B].curves[F].v2.copy(E),Q=E}let F=new A.TubeGeometry(this.paths[B],this.numVertices,.01+.008*B,5,!1);for(let A=0;A<this.geometries[B].vertices.length;A++)this.geometries[B].vertices[A].copy(F.vertices[A]);this.geometries[B].verticesNeedUpdate=!0,this.geometries[B].computeVertexNormals()}}}class w{constructor(B){this.numParticles=B,this.geometry=new A.PlaneGeometry(10,10,2,2),this.canvas=document.createElement("canvas"),this.canvas.width=1200,this.canvas.height=1200,this.texture=new A.CanvasTexture(this.canvas),this.material=new A.ShaderMaterial({vertexShader:"varying float alpha;\r\nvarying vec2 vUv;\r\n\r\nvoid main() {\r\n #include <beginnormal_vertex>\r\n #include <defaultnormal_vertex>\r\n\r\n vUv = uv;\r\n alpha = length(instanceColor.xyz) / sqrt(3.0);\r\n\r\n\t#include <begin_vertex>\r\n\t#include <project_vertex>\r\n}",fragmentShader:"uniform sampler2D tex;\r\n\r\nvarying float alpha;\r\nvarying vec2 vUv;\r\n\r\nvoid main() {\r\n vec4 diffuseColor = texture2D( tex, vUv );\r\n diffuseColor.a *= alpha;\r\n gl_FragColor = diffuseColor;\r\n}",uniforms:{tex:{value:this.texture}},transparent:!0}),this.mesh=new A.InstancedMesh(this.geometry,this.material,this.numParticles),this.mesh.instanceColor=new A.InstancedBufferAttribute(new Float32Array(3*this.numParticles),3);for(let B=0;B<this.numParticles;B++){let I=1-Math.pow(B/this.numParticles,.01);this.mesh.setColorAt(B,new A.Color(I,I,I))}this.mesh.instanceColor.needsUpdate=!0,this.normal=new A.Vector3,this.speed=0}set(B){this.draw(B),this.texture.needsUpdate=!0,this.mesh.rotation.set(B.rand(-1.2,0),B.rand(-.2,.2),B.rand(-.2,.2)),this.normal.set(0,0,1),this.normal.applyMatrix4(this.mesh.matrix),this.mesh.position.set(B.rand(-2,2),B.rand(1*this.mesh.rotation.x,0)+1,B.rand(-10,-6));const I=new A.Object3D;for(let A=0;A<this.numParticles;A++)I.position.x=0,I.position.y=0,I.position.z=.04*A,I.scale.set(1,1,1),I.updateMatrix(),this.mesh.setMatrixAt(A,I.matrix);this.mesh.instanceMatrix.needsUpdate=!0,this.speed=B.rand(-.006,.006)}draw(A){const B=Math.floor(A.rand(0,2)),I=Math.floor(A.rand(0,2)),Q=Math.floor(A.rand(0,4)),Y=Math.floor(A.rand(0,3))%2,F=Math.floor(A.rand(0,4)),M=Math.floor(A.rand(4,8)),E=[5,6,7,8,7,8,9,9][Q],g=this.canvas.getContext("2d");g.clearRect(0,0,1200,1200),g.strokeStyle="#ffffff",g.fillStyle="#ffffff",g.lineWidth=16;let c,h=(A,B,I)=>{g.beginPath(),g.arc(A,B,I,0,2*Math.PI),g.stroke()},C=(A,B,I,Q)=>{let Y=[5,6,7,8,7,8,9,9][Q],F=[2,2,2,2,3,3,3,4][Q],M=2*Math.PI/Y;g.beginPath();for(let Q=0;Q<Y;Q++){let Y=M*Q,E=M*(Q+F);g.moveTo(A+I*Math.sin(Y),B-I*Math.cos(Y)),g.lineTo(A+I*Math.sin(E),B-I*Math.cos(E))}return g.stroke(),I*Math.cos(F/Y*Math.PI)};switch(B){case 0:c=A.rand(400,450),h(600,600,c),h(600,600,500);var i=(500+c)/2,w=(500-c)/2;if(0==I)for(let A=0;A<E*(10-E);A++){let B=2*Math.PI/(E*(10-E))*A,I=A%(10-E)==0?w:.2*w;h(600+i*Math.sin(B),600-i*Math.cos(B),I)}else for(let A=0;A<E*(12-E);A++){let B=2*Math.PI/(E*(12-E))*A;J=600+(i-.6*w)*Math.sin(B),U=600-(i-.6*w)*Math.cos(B),y=600+(i+.6*w)*Math.sin(B),N=600-(i+.6*w)*Math.cos(B),g.beginPath(),g.moveTo(J,U),g.lineTo(y,N),g.stroke()}break;case 1:if(c=A.rand(250,300),h(600,600,c),h(600,600,500),i=(500+c)/2,w=(500-c)/2,0==I)for(let A=0;A<E;A++){let B=2*Math.PI/E*A;h(600+i*Math.sin(B),600-i*Math.cos(B),w),C(600+i*Math.sin(B),600-i*Math.cos(B),w,Q)}else for(let A=0;A<E*(9-E);A++){let B=2*Math.PI/(E*(9-E))*A;A%(9-E)==0?(h(600+i*Math.sin(B),600-i*Math.cos(B),.8*w),h(600+i*Math.sin(B),600-i*Math.cos(B),.4*w)):h(600+i*Math.sin(B),600-i*Math.cos(B),.2*w)}}var J,U,y,N;1==Y&&((A,B,I,Q)=>{let Y=2*Math.PI/Q;g.beginPath();for(let A=0;A<Q;A++){let B=Y*A,Q=Y*(A+1);g.moveTo(600+I*Math.sin(B),600-I*Math.cos(B)),g.lineTo(600+I*Math.sin(Q),600-I*Math.cos(Q))}g.stroke()})(0,0,c,E);let s=C(600,600,c,Q);switch(F){case 1:h(600,600,s);break;case 2:h(600,600,s),C(600,600,s,M);break;case 3:C(600,600,s,M)}}update(A){this.mesh.rotateOnAxis(this.normal,this.speed)}}class J{constructor(A,B){this.mode=B,0==this.mode?(this.explosion=new Q(4,12,80),this.fragment=new Y(4,56),this.cone=new F(4,5),this.count=-1,A.add(this.explosion.g
0x3942c585…919esent to0x99a9b7c1…b069·#19,275,582·0xb80979d3…b0c5fb
(()=>{"use strict";const A=THREE;class B{constructor(A){this.hash=A,this.init()}init(){this.useA=!1;let A=function(A){let B=parseInt(A.substring(0,8),16),I=parseInt(A.substring(8,16),16),Q=parseInt(A.substring(16,24),16),Y=parseInt(A.substring(24,32),16);return function(){B|=0,I|=0,Q|=0,Y|=0;let A=(B+I|0)+Y|0;return Y=Y+1|0,B=I^I>>>9,I=Q+(Q<<3)|0,Q=Q<<21|Q>>>11,Q=Q+A|0,(A>>>0)/4294967296}};this.prngA=new A(this.hash.substring(2,34)),this.prngB=new A(this.hash.substring(34,66));for(let A=0;A<1e6;A+=2)this.prngA(),this.prngB()}random_dec(){return this.useA=!this.useA,this.useA?this.prngA():this.prngB()}rand_rarity(A){const B=this.random_dec();let I=0,Q=0;for(let Y=0;Y<A.length;Y++)if(Q+=A[Y],B<Q){I=Y;break}return I}rand(A,B){return A+(B-A)*this.random_dec()}random_int(A,B){return Math.floor(this.random_num(A,B+1))}random_bool(A){return this.random_dec()<A}random_choice(A){return A[this.random_int(0,A.length-1)]}}const I="varying vec2 vUv;\r\nvoid main()\r\n{\r\n gl_Position = projectionMatrix * modelViewMatrix * vec4(position, 1.0);\r\n\r\n vUv = uv;\r\n}";class Q{constructor(B,Q,Y){this.numGroups=B,this.numParticles=Q,this.detail=Y,this.detail1=Y+1,this.group=new A.Group,this.vertices=new Float32Array(this.detail1*this.detail1*3);for(let A=0;A<this.detail1;A++){const B=A/this.detail*4-2;for(let I=0;I<this.detail1;I++){const Q=I/this.detail*4-2;this.vertices[3*(A*this.detail1+I)+0]=2*B/(B*B+Q*Q+1),this.vertices[3*(A*this.detail1+I)+1]=2*Q/(B*B+Q*Q+1),this.vertices[3*(A*this.detail1+I)+2]=-(B*B+Q*Q-1)/(B*B+Q*Q+1)}}const F=[];for(let A=0;A<this.detail;A++)for(let B=0;B<this.detail;B++)F.push(A+this.detail1*B,A+this.detail1*(B+1),A+1+this.detail1*B),F.push(A+this.detail1*(B+1),A+1+this.detail1*(B+1),A+1+this.detail1*B);this.geometries=new Array(this.numGroups),this.positionAttributes=new Array(this.numGroups);for(let B=0;B<this.numGroups;B++)this.geometries[B]=new A.BufferGeometry,this.geometries[B].setIndex(F),this.positionAttributes[B]=this.vertices.slice(),this.geometries[B].setAttribute("position",new A.BufferAttribute(this.positionAttributes[B],3)),this.geometries[B].computeVertexNormals();this.material=new A.ShaderMaterial({vertexShader:"varying float diffuse;\r\n\r\nvoid main() {\r\n #include <beginnormal_vertex>\r\n #include <defaultnormal_vertex>\r\n\r\n transformedNormal = normalize(transformedNormal);\r\n vec3 dir = vec3(0.0, 0.0, 1.0);\r\n dir = mat3(instanceMatrix) * vec3(-0.3, 0.0, 1.0);\r\n diffuse = dot(normalize(dir), transformedNormal);\r\n\r\n\t#include <begin_vertex>\r\n\t#include <project_vertex>\r\n}",fragmentShader:"varying float diffuse;\r\n\r\nvoid main() {\r\n vec3 color = mix(vec3(0.12), vec3(1.0), smoothstep(0.7, 0.701, diffuse));\r\n gl_FragColor = vec4(color, 1.0);\r\n}"}),this.meshes=new Array(B);for(let I=0;I<B;I++)this.meshes[I]=new A.InstancedMesh(this.geometries[I],this.material,this.numParticles),this.meshes[I].instanceMatrix.setUsage(A.DynamicDrawUsage),this.group.add(this.meshes[I]);this.positions=new Array(B),this.thetas=new Array(B),this.scales=new Array(B),this.speeds=new Array(B);for(let A=0;A<B;A++)this.positions[A]=new Float32Array(3*Q),this.thetas[A]=new Float32Array(Q),this.scales[A]=new Float32Array(Q),this.speeds[A]=new Float32Array(Q);this.scene=new A.Scene,this.camera=new A.Camera,this.renderTarget=new A.WebGLRenderTarget(this.detail1,this.detail1,{type:A.FloatType});const M=new A.ShaderMaterial({vertexShader:I,fragmentShader:"varying vec2 vUv;\r\n\r\nuniform float scale;\r\nuniform float seed;\r\n\r\n#define PI 3.14159265359\r\n\r\nvec2 rand22(vec2 p) {\r\n return fract(sin(vec2(dot(p, vec2(19.212, 29.214)), dot(p, vec2(91.421, 18.314)))) * seed);\r\n}\r\n\r\nvoid main() {\r\n vec2 p = vUv * scale;\r\n vec2 ib = floor(p);\r\n vec2 fb = p - ib;\r\n \r\n float mi = 1.0;\r\n for (float i = -1.0; i <= 1.0; i++) {\r\n for (float j = -1.0; j <= 1.0; j++) {\r\n vec2 q = rand22(fract((ib + vec2(i, j)) / scale) * scale);\r\n q = vec2(i, j) + 0.5 + 0.3 * sin(q * PI * 2.0);\r\n mi = min(mi, length(fb - q));\r\n }\r\n }\r\n float disp = smoothstep(0.0, 2.5, mi);\r\n\r\n gl_FragColor = vec4(disp, 0.0, 0.0, 1.0);\r\n}",uniforms:{scale:{value:8},seed:{value:123}}});this.renderMesh=new A.Mesh(new A.PlaneGeometry(2,2),M),this.scene.add(this.renderMesh)}setDisplacenment(A,B,I){this.positionAttributes[I].set(this.vertices.slice()),this.geometries[I].attributes.position.needsUpdate=!0,this.geometries[I].computeVertexNormals(),A.setRenderTarget(this.renderTarget);for(let Q=0;Q<2;Q++){this.renderMesh.material.uniforms.seed.value=B.rand(100,1e3),this.renderMesh.material.uniforms.scale.value=3+3*Q,A.render(this.scene,this.camera);const Y=new Float32Array(4*this.detail1*this.detail1);A.readRenderTargetPixels(this.renderTarget,0,0,this.detail1,this.detail1,Y);const F=this.geometries[I].getAttribute("normal").array.slice();for(let A=0;A<this.detail1;A++)for(let B=0;B<this.detail1;B++)this.positionAttributes[I][3*(A*this.detail1+B)+0]-=(1.6-.8*Q)*Y[4*(A*this.detail1+B)]*F[3*(A*this.detail1+B)+0],this.positionAttributes[I][3*(A*this.detail1+B)+1]-=(1.6-.8*Q)*Y[4*(A*this.detail1+B)]*F[3*(A*this.detail1+B)+1],this.positionAttributes[I][3*(A*this.detail1+B)+2]-=(1.6-.8*Q)*Y[4*(A*this.detail1+B)]*F[3*(A*this.detail1+B)+2];this.geometries[I].attributes.position.needsUpdate=!0,this.geometries[I].computeVertexNormals()}A.setRenderTarget(null)}set(A){for(let B=0;B<this.numGroups;B++)for(let I=0;I<this.numParticles;I++){const Q=A.rand(1.2,1.6),Y=A.rand(0,2*Math.PI),F=A.rand(0,.5*Math.PI);this.positions[B][3*I+0]=Q*Math.cos(Y)*Math.cos(F),this.positions[B][3*I+1]=Q*Math.sin(Y)*Math.cos(F),this.positions[B][3*I+2]=Q*Math.sin(F)*.6,this.scales[B][I]=A.rand(1,1.6),this.thetas[B][I]=A.rand(-Math.PI,Math.PI),this.speeds[B][I]=A.rand(.1,3)}}update(A,B,I){for(let Q=0;Q<this.numParticles;Q++){const Y=.5+.5*Math.pow(B,this.speeds[I][Q]);A.position.x=Y*this.positions[I][3*Q+0],A.position.y=Y*this.positions[I][3*Q+1],A.position.z=Y*this.positions[I][3*Q+2],A.scale.set(this.scales[I][Q],this.scales[I][Q],this.scales[I][Q]),A.rotation.set(0,0,this.thetas[I][Q]+Y*(Q%2==0?.2:-.2),"ZYX"),A.updateMatrix(),this.meshes[I].setMatrixAt(Q,A.matrix)}this.meshes[I].instanceMatrix.needsUpdate=!0}}class Y{constructor(B,I){this.numGroups=B,this.numParticles=I,this.group=new A.Group,this.geometry=new A.PlaneGeometry(.06,.12),this.material=new A.MeshBasicMaterial({color:1118481}),this.meshes=new Array(B);for(let I=0;I<B;I++)this.meshes[I]=new A.InstancedMesh(this.geometry,this.material,this.numParticles),this.meshes[I].instanceMatrix.setUsage(A.DynamicDrawUsage),this.group.add(this.meshes[I]);this.positions=new Array(B),this.thetas=new Array(B),this.phis=new Array(B),this.scales=new Array(B),this.speeds=new Array(B);for(let A=0;A<B;A++)this.positions[A]=new Float32Array(3*I),this.thetas[A]=new Float32Array(I),this.phis[A]=new Float32Array(I),this.scales[A]=new Float32Array(I),this.speeds[A]=new Float32Array(I)}set(A){for(let B=0;B<this.numGroups;B++)for(let I=0;I<this.numParticles;I++){const Q=Math.pow(A.rand(1.2,3),4),Y=A.rand(0,2*Math.PI),F=A.rand(0,.5*Math.PI);this.positions[B][3*I+0]=Q*Math.cos(Y)*Math.cos(F),this.positions[B][3*I+1]=Q*Math.sin(Y)*Math.cos(F),this.positions[B][3*I+2]=Q*Math.sin(F),this.scales[B][I]=A.rand(.6,.8),this.thetas[B][I]=A.rand(-1,1),this.phis[B][I]=A.rand(-Math.PI,Math.PI),this.speeds[B][I]=A.rand(.2,1.2)}}update(A,B,I){for(let Q=0;Q<this.numParticles;Q++){const Y=.5+.5*Math.pow(B,this.speeds[I][Q]);A.position.x=Y*this.positions[I][3*Q+0],A.position.y=Y*this.positions[I][3*Q+1],A.position.z=Y*this.positions[I][3*Q+2],A.scale.set(this.scales[I][Q],this.scales[I][Q],this.scales[I][Q]),A.rotation.set(0,this.phis[I][Q],this.thetas[I][Q],"ZYX"),A.updateMatrix(),this.meshes[I].setMatrixAt(Q,A.matrix)}this.meshes[I].instanceMatrix.needsUpdate=!0}}class F{constructor(B,I){this.numGroups=B,this.numParticles=I,this.group=new A.Group,this.geometry=new A.ConeGeometry(.05,1,24,24),this.material=new A.ShaderMaterial({vertexShader:"varying float diffuse;\r\n\r\nvoid main() {\r\n\t#include <begin_vertex>\r\n float theta = -0.4 * transformed.y;\r\n transformed.y += 0.5;\r\n diffuse = smoothstep(2.0 - transformed.y * 2.5, 2.0 - transformed.y * 2.5 + 0.01, abs(abs(atan(transformed.z, transformed.x)) - 1.8));\r\n transformed.xy = mat2(cos(theta), -sin(theta), sin(theta), cos(theta)) * transformed.xy;\r\n #include <project_vertex>\r\n}",fragmentShader:"varying float diffuse;\r\n\r\nvoid main() {\r\n vec3 color = mix(vec3(1.0), vec3(0.12), diffuse);\r\n gl_FragColor = vec4(vec3(color), 1.0);\r\n}"}),this.meshes=new Array(B);for(let I=0;I<B;I++)this.meshes[I]=new A.InstancedMesh(this.geometry,this.material,this.numParticles),this.meshes[I].instanceMatrix.setUsage(A.DynamicDrawUsage),this.group.add(this.meshes[I]);this.depths=new Array(B),this.thetas=new Array(B),this.phis=new Array(B),this.scales=new Array(B),this.speeds=new Array(B);for(let A=0;A<B;A++)this.depths[A]=new Float32Array(I),this.thetas[A]=new Float32Array(I),this.phis[A]=new Float32Array(I),this.scales[A]=new Float32Array(I),this.speeds[A]=new Float32Array(I)}set(A){for(let B=0;B<this.numGroups;B++)for(let I=0;I<this.numParticles;I++)this.depths[B][I]=A.rand(0,.5),this.scales[B][I]=A.rand(2,5),this.thetas[B][I]=A.rand(.5,2.5),this.phis[B][I]=Math.floor(A.rand(0,2))*Math.PI,this.speeds[B][I]=A.rand(.2,1)}update(A,B,I){for(let Q=0;Q<this.numParticles;Q++){const Y=.5+.5*Math.pow(B,this.speeds[I][Q]);A.position.set(0,0,this.depths[I][Q]),A.scale.set(this.scales[I][Q]*Y,this.scales[I][Q]*Y,this.scales[I][Q]*Y),A.rotation.set(0,this.phis[I][Q],this.thetas[I][Q],"YZX"),A.updateMatrix(),this.meshes[I].setMatrixAt(Q,A.matrix)}this.meshes[I].instanceMatrix.needsUpdate=!0}}class M{constructor(B){this.numParticles=B,this.geometry=new A.BufferGeometry;const I=new Float32Array(3*B),Q=new Float32Array(B);this.geometry.setAttribute("position",new A.Float32BufferAttribute(I,3)),this.geometry.setAttribute("scale",new A.Float32BufferAttribute(Q,1)),this.material=new A.ShaderMaterial({transparent:!0,depthWrite:!1,vertexShader:"attribute float scale;\r\n\r\nuniform float displayScale;\r\n\r\nvoid main() {\r\n vec4 viewPosition = modelViewMatrix * vec4(position, 1.0);\r\n gl_Position = projectionMatrix * viewPosition;\r\n gl_PointSize = displayScale * (scale / -viewPosition.z);\r\n}",fragmentShader:"void main() {\r\n float d = distance(gl_PointCoord, vec2(0.5)) * 2.0;\r\n float alpha = smoothstep(1.01, 0.99, d) * pow(d, 8.0);\r\n gl_FragColor = vec4(vec3(0.7), alpha);\r\n}",uniforms:{displayScale:{value:0}}}),this.mesh=new A.Points(this.geometry,this.material)}set(A,B,I){const Q=this.mesh.geometry.attributes.position.array,Y=this.mesh.geometry.attributes.scale.array;this.p0=new Float32Array(2*this.numParticles);for(let B=0;B<this.numParticles;B++)this.p0[2*B+0]=A.rand(0,20),this.p0[2*B+1]=A.rand(0,20),Q[3*B+0]=this.p0[2*B+0]-10,Q[3*B+1]=this.p0[2*B+1]-10,Q[3*B+2]=A.rand(-10,-5),Y[B]=A.rand(20,40);this.mesh.geometry.attributes.position.needsUpdate=!0,this.mesh.geometry.attributes.scale.needsUpdate=!0,this.v1=B,this.v2=I}update(A){const B=this.mesh.geometry.attributes.position.array;for(let I=0;I<this.numParticles;I++)B[3*I+0]=(1e10+this.p0[2*I+0]+this.v1*A)%20-10,B[3*I+1]=(1e10+this.p0[2*I+1]+this.v2*A)%20-10;this.mesh.geometry.attributes.position.needsUpdate=!0}}const E="attribute float scale;\r\nattribute float t0;\r\nattribute float spark;\r\nattribute float angle;\r\n\r\nuniform float displayScale;\r\nuniform float time;\r\n\r\nvarying float vSpark;\r\nvarying float vAngle;\r\n\r\nvoid main() {\r\n vSpark = spark;\r\n vAngle = angle;\r\n\r\n vec4 viewPosition = modelViewMatrix * vec4(position, 1.0);\r\n gl_Position = projectionMatrix * viewPosition;\r\n gl_PointSize = displayScale * scale * (sin(t0 + time * 30.0) * 0.4 + 0.6) * (1.0 / -viewPosition.z);\r\n}",g="#define PI 3.14159265359\r\n\r\nvarying float vSpark;\r\nvarying float vAngle;\r\n\r\nvoid main() {\r\n vec2 uv = gl_PointCoord - 0.5;\r\n uv *= mat2(cos(vAngle), -sin(vAngle), sin(vAngle), cos(vAngle));\r\n float d = length(uv);\r\n float s = vSpark + 1.0;\r\n float alpha = exp(-d * 10.0 * s) * max(0.0, 1.0 - abs(uv.x * uv.y * 120.0 * s));\r\n float a = PI / 4.0;\r\n uv *= mat2(cos(a), -sin(a), sin(a), cos(a));\r\n alpha = max(alpha, exp(-d * 16.0 * s) * max(0.0, 1.0 - abs(uv.x * uv.y * 160.0 * s)));\r\n gl_FragColor = vec4(vec3(1.0), alpha * 20.0);\r\n}";class c{constructor(B){this.numParticles=B,this.geometry=new A.BufferGeometry;const I=new Float32Array(3*B),Q=new Float32Array(B),Y=new Float32Array(B);this.geometry.setAttribute("position",new A.Float32BufferAttribute(I,3)),this.geometry.setAttribute("scale",new A.Float32BufferAttribute(Q,1)),this.geometry.setAttribute("t0",new A.Float32BufferAttribute(Y,1)),this.material=new A.ShaderMaterial({transparent:!0,depthWrite:!1,vertexShader:E,fragmentShader:g,uniforms:{displayScale:{value:0},time:{value:0}}}),this.mesh=new A.Points(this.geometry,this.material)}set(A,B,I){const Q=this.mesh.geometry.attributes.scale.array,Y=this.mesh.geometry.attributes.t0.array;this.p0=new Float32Array(2*this.numParticles);for(let B=0;B<this.numParticles;B++)this.p0[2*B+0]=A.rand(0,20),this.p0[2*B+1]=A.rand(0,20),Q[B]=A.rand(4,12),Y[B]=A.rand(0,2*Math.PI);this.mesh.geometry.attributes.scale.needsUpdate=!0,this.mesh.geometry.attributes.t0.needsUpdate=!0,this.v1=B,this.v2=I}update(A){const B=this.mesh.geometry.attributes.position.array;for(let I=0;I<this.numParticles;I++)B[3*I+0]=(1e10+this.p0[2*I+0]+this.v1*A)%20-10,B[3*I+1]=(1e10+this.p0[2*I+1]+this.v2*A)%20-10;this.mesh.geometry.attributes.position.needsUpdate=!0,this.mesh.material.uniforms.time.value=A}}class h{constructor(B){this.numParticles=B,this.geometry=new A.BufferGeometry;const I=new Float32Array(3*B),Q=new Float32Array(B),Y=new Float32Array(B),F=new Float32Array(B),M=new Float32Array(B);this.geometry.setAttribute("position",new A.Float32BufferAttribute(I,3)),this.geometry.setAttribute("scale",new A.Float32BufferAttribute(Q,1)),this.geometry.setAttribute("t0",new A.Float32BufferAttribute(Y,1)),this.geometry.setAttribute("spark",new A.Float32BufferAttribute(F,1)),this.geometry.setAttribute("angle",new A.Float32BufferAttribute(M,1)),this.material=new A.ShaderMaterial({transparent:!0,depthWrite:!1,vertexShader:E,fragmentShader:g,uniforms:{displayScale:{value:0},time:{value:0}}}),this.mesh=new A.Points(this.geometry,this.material)}set(A){const B=this.mesh.geometry.attributes.scale.array,I=this.mesh.geometry.attributes.t0.array,Q=this.mesh.geometry.attributes.spark.array,Y=this.mesh.geometry.attributes.angle.array;this.a=A.rand(3,6),this.b=A.rand(3,6),this.c=A.rand(3,6),this.phi=A.rand(0,2*Math.PI),this.psi=A.rand(0,2*Math.PI),this.offset=new Float32Array(3*this.numParticles);for(let F=0;F<this.numParticles;F++)this.numParticles,this.offset[3*F+0]=A.rand(-2,2),this.offset[3*F+1]=A.rand(-2,2),this.offset[3*F+2]=A.rand(-8,-4),B[F]=A.rand(.1,20),I[F]=A.rand(0,2*Math.PI),Q[F]=A.rand(-.5,1.5),Y[F]=A.rand(0,.5*Math.PI);this.mesh.geometry.attributes.scale.needsUpdate=!0,this.mesh.geometry.attributes.t0.needsUpdate=!0,this.mesh.geometry.attributes.spark.needsUpdate=!0,this.mesh.geometry.attributes.angle.needsUpdate=!0}update(A){const B=this.mesh.geometry.attributes.position.array;for(let I=0;I<this.numParticles;I++){const Q=.4*(I/this.numParticles+Math.floor(1.2*A-I/this.numParticles));B[3*I+0]=4*Math.sin(this.a*Q)+this.offset[3*I+0],B[3*I+1]=4*Math.sin(this.b*Q+this.phi)+this.offset[3*I+1],B[3*I+2]=6*Math.sin(this.c*Q+this.psi)+this.offset[3*I+2],this.count++}this.mesh.geometry.attributes.position.needsUpdate=!0,this.mesh.material.uniforms.time.value=A}}class C{constructor(B){this.numParticles=B,this.geometry=new A.PlaneGeometry(10,10),this.material=new A.ShaderMaterial({vertexShader:"varying vec2 vUv;\r\n\r\nvoid main() {\r\n vUv = uv;\r\n \r\n\t#include <begin_vertex>\r\n\t#include <project_vertex>\r\n}",fragmentShader:"varying vec2 vUv;\r\n\r\nvoid main() {\r\n vec2 uv = vUv;\r\n uv -= .5;\r\n uv *= 1.5;\r\n \r\n float d = 0.0;\r\n float a = 0.463647609;\r\n uv.x = abs(uv.x);\r\n if (uv.x * 0.5 + uv.y > 0.2) {\r\n uv -= vec2(0.2, 0.1);\r\n uv *= mat2(cos(a), -sin(a), sin(a), cos(a));\r\n uv /= vec2(0.22360679, 0.3);\r\n d = length(uv);\r\n } else if (uv.y < 0.1) {\r\n uv.y -= 0.2;\r\n uv *= mat2(cos(a), -sin(a), sin(a), cos(a));\r\n uv /= vec2(0.22360679, 0.3);\r\n d = length(uv) - 1.0;\r\n }\r\n float r = smoothstep(1.1, 1.08, d) - smoothstep(1.02, 1.0, d);\r\n\r\n // Output to screen\r\n gl_FragColor = vec4(vec3(1.0), r * 0.8);\r\n}",transparent:!0}),this.mesh=new A.InstancedMesh(this.geometry,this.material,this.numParticles),this.mesh.instanceMatrix.setUsage(A.DynamicDrawUsage),this.positions=new Float32Array(3*B),this.scale=1,this.d=1}set(A){this.d=A.rand(1.2,1.8);for(let A=0;A<this.numParticles;A++)this.positions[3*A+0]=0,this.positions[3*A+1]=0,this.positions[3*A+2]=this.d*A;this.mesh.position.set(A.rand(-60,60),A.rand(-40,40),-100),this.mesh.rotation.set(.01*this.mesh.position.y,.01*-this.mesh.position.x,0),this.scale=A.rand(.2,1.2)}update(A,B){for(let I=0;I<this.numParticles;I++){A.position.x=this.positions[3*I+0],A.position.y=this.positions[3*I+1],A.position.z=this.positions[3*I+2]+this.d*(2*B-Math.floor(2*B));const 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A=0;A<this.geometries[I].vertices.length;A++)this.geometries[I].vertices[A].copy(F.vertices[A]);this.geometries[I].verticesNeedUpdate=!0,this.geometries[I].computeVertexNormals()}}update(B,I){for(let B=0;B<this.numPaths;B++){let Q=this.origin.clone(),Y=this.d0.clone();for(let F=0;F<this.numVertices;F++){Y.multiplyScalar(I.rand(.98,1.02)),Y.applyAxisAngle(new A.Vector3(0,0,1),I.rand(-.1,.1));let M=new A.Vector3(Y.y,-Y.x,I.rand(-.01,.01));M.setLength(I.rand(-.5,.5));let E=Q.clone();E.add(Y),E.add(M),this.paths[B].curves[F].v1.copy(Q),this.paths[B].curves[F].v2.copy(E),Q=E}let F=new A.TubeGeometry(this.paths[B],this.numVertices,.01+.008*B,5,!1);for(let A=0;A<this.geometries[B].vertices.length;A++)this.geometries[B].vertices[A].copy(F.vertices[A]);this.geometries[B].verticesNeedUpdate=!0,this.geometries[B].computeVertexNormals()}}}class w{constructor(B){this.numParticles=B,this.geometry=new 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c,h=(A,B,I)=>{g.beginPath(),g.arc(A,B,I,0,2*Math.PI),g.stroke()},C=(A,B,I,Q)=>{let Y=[5,6,7,8,7,8,9,9][Q],F=[2,2,2,2,3,3,3,4][Q],M=2*Math.PI/Y;g.beginPath();for(let Q=0;Q<Y;Q++){let Y=M*Q,E=M*(Q+F);g.moveTo(A+I*Math.sin(Y),B-I*Math.cos(Y)),g.lineTo(A+I*Math.sin(E),B-I*Math.cos(E))}return g.stroke(),I*Math.cos(F/Y*Math.PI)};switch(B){case 0:c=A.rand(400,450),h(600,600,c),h(600,600,500);var i=(500+c)/2,w=(500-c)/2;if(0==I)for(let A=0;A<E*(10-E);A++){let B=2*Math.PI/(E*(10-E))*A,I=A%(10-E)==0?w:.2*w;h(600+i*Math.sin(B),600-i*Math.cos(B),I)}else for(let A=0;A<E*(12-E);A++){let B=2*Math.PI/(E*(12-E))*A;J=600+(i-.6*w)*Math.sin(B),U=600-(i-.6*w)*Math.cos(B),y=600+(i+.6*w)*Math.sin(B),N=600-(i+.6*w)*Math.cos(B),g.beginPath(),g.moveTo(J,U),g.lineTo(y,N),g.stroke()}break;case 1:if(c=A.rand(250,300),h(600,600,c),h(600,600,500),i=(500+c)/2,w=(500-c)/2,0==I)for(let A=0;A<E;A++){let B=2*Math.PI/E*A;h(600+i*Math.sin(B),600-i*Math.cos(B),w),C(600+i*Math.sin(B),600-i*Math.cos(B),w,Q)}else for(let 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0x0969f3cb…94e6sent to0x99a9b7c1…b069·#19,251,313·0x4a21e7c0…4e9b8c
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0x0969f3cb…94e6sent to0x99a9b7c1…b069·#19,247,983·0xfc6924d9…1775e3
Atoms react and materials move, yet our instinct is often to dampen these forces: we build to last, to comfort, to protect – and in doing so, we delineate space with structures that masquerade as static. Dynamism is reduced to an imperceptible tremor. ‘Edge of Space’ sets in motion a process for making structures that are deliberately loose and constantly evolving. The curves and surfaces delineating and connecting regions of space are not directly derived, but instead emerge from a choreography of influences between rendered material and systems of hidden forces. Contrast and color – a mapping of the orientation of rendered elements as they move through space – serve to highlight the underlying dynamics driving these structures as they fluctuate between formation and dissolution. Like the movement of mountains over millennia or rip currents between tides, structures and transformations are closely intertwined. It is this elemental idea that I wish to articulate with this work.
0x3942c585…919esent to0x99a9b7c1…b069·#19,243,700·0x9420d2e7…c5880c
***Melancholic Magical Maiden*** deconstructs the aesthetics of the 'magical girl' genre from 90's anime, where girls who possess magical abilities typically use them through an ideal alter ego into which they can transform. Emi Kusano reexamines these archetypal heroines, critically analyzing their impact on shaping gender and societal perceptions, and offers a contemporary reinterpretation of these narratives. Kusano's artwork reveals the duality of magic and reality, mirroring her childhood memories with magical girls. Utilizing a palette of subtle colors and nuanced text, she objectively interprets the nostalgic charm of classic anime alongside an insightful critique of societal constructs, forging a distinct visual language that encourages viewers to ponder the influence of childhood aspirations on their adult identity. **Technical Composition** In collaboration with creative coder Yurika Sayo and utilizing p5.js, *Melancholic Magical Maiden* delves deep into the 1990s anime culture. The artwork features effects when the heroines confront their enemies, including heart beams showcasing their charm, bubbles sparkling during their transformation into a secret identity, and mysterious magical circles. These symbolic elements are integrated into the narrative and are further enriched by CRT TV moiré patterns that add visual complexity. Moreover, the motifs include the magical compact used by the girls during transformation, fairy companions leading to other realms, and expressive large eyes, symbolizing iconic elements of the genre. Not confined to the aesthetics of girls' anime, the work also incorporates elements from boys' anime, such as robot motifs and explosion effects, traversing both feminine and masculine gender pressures. These elements are masterfully depicted through code. The AI-generated captions deliberately blur the lines of social pressure and anime quotes, offering an ironic commentary. This fusion of code and storytelling serves to evoke childhood memories while simultaneously prompting contemplation about the future, bridging past narratives with evolving perceptions of identity.
0x0d998d02…b238sent to0x99a9b7c1…b069·#19,232,636·0x9f9c4248…2ba126
class Random { constructor() { this.useA = false; let sfc32 = function (uint128Hex) { let a = parseInt(uint128Hex.substr(0, 8), 16); let b = parseInt(uint128Hex.substr(8, 8), 16); let c = parseInt(uint128Hex.substr(16, 8), 16); let d = parseInt(uint128Hex.substr(24, 8), 16); return function () { a |= 0; b |= 0; c |= 0; d |= 0; let t = (((a + b) | 0) + d) | 0; d = (d + 1) | 0; a = b ^ (b >>> 9); b = (c + (c << 3)) | 0; c = (c << 21) | (c >>> 11); c = (c + t) | 0; return (t >>> 0) / 4294967296; }; }; this.prngA = new sfc32(tokenData.hash.substr(2, 32)); this.prngB = new sfc32(tokenData.hash.substr(34, 32)); for (let i = 0; i < 1e6; i += 2) { this.prngA(); this.prngB(); } } random_dec() { this.useA = !this.useA; return this.useA ? this.prngA() : this.prngB(); } random_num(a, b) { return a + (b - a) * this.random_dec(); } random_int(a, b) { return Math.floor(this.random_num(a, b + 1)); } random_bool(p) { return this.random_dec() < p; } random_choice(list) { return list[this.random_int(0, 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C=0;C<400;C++){let x;x="rd"==o?_R.random_num(0,2*PI):"st"==o?_R.random_choice([0,PI]):_R.random_choice([0,PI])+PI/4;let P;if(C>0){let O=!0,b=0;for(;!0==O&&(b++,!1==(O=chIn(R,P=createVector(_R.random_num(this.miRgX,this.maRgX),_R.random_num(this.miRgY,this.maRgY))))&&(O=chInC(w,P)),!(b>500)););if(b>500)break}else P=createVector(_R.random_num(this.miRgX,this.maRgX),_R.random_num(this.miRgY,this.maRgY));let k=_R.random_choice(t),S,T;if(23!=k)[S,T]=grPo(k,R,w,P,x,u,_,this.miRgX,this.maRgX,this.miRgY,this.maRgY,!0);else{let p=caDR(R,P,u),v=caDC(w,P,u),Z=caDRL(this.miRgX,this.maRgX,this.miRgY,this.maRgY,P);T=min([p,v,Z])}let z,X,A,Y;k==t[0]?(z=this.arCo[0],X=this.arCo[1],A=this.arCo[2],Y=this.arCo[3]):(z=this.arCo[2],X=this.arCo[3],A=this.arCo[0],Y=this.arCo[1]),this.bsCo=this.arCo[4];let W=_R.random_int(4,16),D=_R.random_choice([T*_R.random_num(.05,.4),_R.random_num(_miW/200,_miW/20)])/1.5;this.arPo.push(new AraPo(P,T,x,W,k,D,z,X,A,Y,this.bsCo,s,n,r,h,a,l,g,5,$,m,c)),23!=k?R.push(S):w.push([P,T])}this.stOuPo(t,this.bsCo,o,m,f,d)}stOuPo(t,i,e,o,s,n){let r=max(this.w,this.h),h=.75*r,a=.75*r,l=-(.15*r),$=min(this.w,this.h),m=_R.random_num(1,4),c=.01*$,g=_miW/50;this.arOuPo=[];let y=[],f=[];for(let d=0;d<800;d++){let u;u="rd"==e?_R.random_num(0,2*PI):"st"==e?_R.random_choice([0,PI]):_R.random_choice([0,PI])+PI/4;let _,R;if(d>0){let w=!0,C=0;for(;!0==w&&(C++,[_,R]=this.stOuPoCe(h,c),!1==(w=chIn(y,_))&&(w=chInC(f,_)),!(C>500)););if(C>500)break}else[_,R]=this.stOuPoCe(h,c);let x=_R.random_choice(t),P=n*(1-R/h),O,b;if(23!=x)[O,b]=grPo(x,y,f,_,u,P,g,this.miRgX-c,this.maRgX+c,this.miRgY-c,this.maRgY+c,!1);else{let k=caDR(y,_,P),S=caDC(f,_,P),T=caDRL(this.miRgX-c,this.maRgX+c,this.miRgY-c,this.maRgY+c,_);b=min([k,S,T])}let p=_R.random_dec()**m*(a-l)+l,v=_R.random_dec()**2*.1*_R.random_choice([-1,1])*s,Z=color(red(i)+_R.random_num(-50,50),green(i)+_R.random_num(-50,50),blue(i)+_R.random_num(-50,50));Z.setAlpha(_R.random_num(32,64)),this.arOuPo.push([_,p,b,u,x,v,Z,o]),23!=x?y.push(O):f.push([_,b])}}stOuPoCe(t,i){let e=_R.random_dec()**.5*t;for(;e<=min(this.w/2,this.h/2)+i;)e=_R.random_dec()**.5*t;let o=_R.random_num(0,2*PI),s=e*cos(o),n=e*sin(o);for(;s<=this.w/2+i&&s>=-this.w/2-i&&n<=this.h/2+i&&n>=-this.h/2-i;){for(e=_R.random_dec()**.5*t;e<=min(this.w/2,this.h/2)+i;)e=_R.random_dec()**.5*t;s=e*cos(o=_R.random_num(0,2*PI)),n=e*sin(o)}return[createVector(s,n),e]}draw(){for(let t=0;t<this.arPo.length;t++)this.arPo[t].draw();this.drRc(),this.drOuPo()}drRc(){push(),noFill(),stroke(this.bsCo);for(let t=0;t<10;t++)translate(this.cX,this.cY,-(2e-4*_miW)*t),rect(0,0,this.w);pop()}drOuPo(){for(let t=0;t<this.arOuPo.length;t++)push(),noStroke(),fill(this.arOuPo[t][6]),translate(this.arOuPo[t][0].x,this.arOuPo[t][0].y,this.arOuPo[t][1]),drCy(this.arOuPo[t][4],this.arOuPo[t][2],this.arOuPo[t][5],this.arOuPo[t][3],1),pop()}}function caDRL(t,i,e,o,s){return min([abs(t-s.x),abs(i-s.x),abs(e-s.y),abs(o-s.y)])}function caDC(t,i,e){let o=e;for(let s=0;s<t.length;s++){let n=p5.Vector.dist(t[s][0],i)-t[s][1];o>n&&(o=n)}return o}function caDR(t,i,e){let o=e,s;for(let n=0;n<t.length;n++){let r=t[n].length;for(let h=0;h<r;h++){let a=(h+1)%r;o>(s=caDPtSg(i,t[n][h],t[n][a]))&&(o=s)}}return o}function caDPtSg(t,i,e){let o=e.x-i.x,s=e.y-i.y,n=o**2+s**2,r=-(o*(i.x-t.x)+s*(i.y-t.y))/n,h;return r<=0?((i.x-t.x)**2+(i.y-t.y)**2)**.5:r>=1?((e.x-t.x)**2+(e.y-t.y)**2)**.5:((o*(i.y-t.y)-s*(i.x-t.x))**2/n)**.5}function grPo(t,i,e,o,s,n,r,h,a,l,$,m){let c=0,g=-1,y=2*PI/t,f,d=!0,u=!0,_=!0,R=[],w=[];for(let C=0;C<i.length;C++)w[C]=!0;let x=[],P=[];for(let O=0;O<e.length;O++)P[O]=!0;let b=r;for(let k=0;k<6;k++){for(;g==(-1)**(k+1);){for(c+=b;c<=0;)c-=b,b*=.5,c+=b;f=[];for(let S=0;S<t;S++)f[S]=p5.Vector.add(o,createVector(0,-c).rotate(y*(S-.5)).rotate(s));let T=!1;if(!0==d){for(let p=0;p<i.length;p++){if(!1!=w[p]){R[p]=!1;for(let v=0;v<f.length;v++)if(!0==chInSi(i[p],f[v])){R[p]=!0,T=!0;break}if(!0!=R[p]){for(let Z=0;Z<i[p].length;Z++)if(!0==chInSi(f,i[p][Z])){R[p]=!0,T=!0;break}if(!0!=R[p]&&(3==i[p].length&&t<=5||i[p].length<=5&&3==t))for(let z=0;z<i[p].length;z++){let X=(z+1)%i[p].length;for(let A=0;A<f.length;A++){let Y=(A+1)%f.length;if(!0==chCrSg(i[p][z],i[p][X],f[A],f[Y])){R[p]=!0,T=!0;break}}}}}}if(!0==T&&k%2==0)for(let W=0;W<i.length;W++)!0==w[W]&&(w[W]=R[W])}let D=!1;if(!0==u){for(let I=0;I<e.length;I++){if(!1!=P[I]){x[I]=!1;for(let H=0;H<f.length;H++){let N=(H+1)%f.length;caDPtSg(e[I][0],f[H],f[N])<=e[I][1]&&(x[I]=!0,D=!0)}!0!=x[I]&&!0==chInSi(f,e[I][0])&&(x[I]=!0,D=!0)}}if(!0==D&&k%2==0)for(let V=0;V<e.length;V++)!0==P[V]&&(P[V]=x[V])}let B=!1;if(!0==_)for(let F=0;F<f.length;F++)!0==m?(f[F].x<h||f[F].x>a||f[F].y<l||f[F].y>$)&&(B=!0):f[F].x>h&&f[F].x<a&&f[F].y>l&&f[F].y<$&&(B=!0);!0==T||!0==D||!0==B?(g=1,k%2==0&&(!0==d&&!1==T&&(d=!1),!0==u&&!1==D&&(u=!1),!0==_&&!1==B&&(_=!1))):g=-1}b*=-.5}if(c>n){c=n,f=[];for(let L=0;L<t;L++)f[L]=p5.Vector.add(o,createVector(0,-c).rotate(y*(L-.5)).rotate(s))}return[f,c]}function chIn(t,i){let e=!1;for(let o=0;o<t.length&&!0!=(e=chInSi(t[o],i));o++);return e}function chInSi(t,i){let e=!1;for(let o=0;o<t.length;o++){let s=(o+1)%t.length,n=p5.Vector.sub(t[s],t[o]),r=p5.Vector.sub(i,t[o]);if(p5.Vector.cross(n,r).z<0)break;o==t.length-1&&(e=!0)}return e}function chInC(t,i){let e=!1;for(let o=0;o<t.length;o++)if(p5.Vector.dist(t[o][0],i)<=t[o][1]){e=!0;break}return e}function chCrSg(t,i,e,o){let s=(t.x-i.x)*(e.y-t.y)-(t.y-i.y)*(e.x-t.x),n=(t.x-i.x)*(o.y-t.y)-(t.y-i.y)*(o.x-t.x);return!(s*n>0)&&!((s=(e.x-o.x)*(t.y-e.y)-(e.y-o.y)*(t.x-e.x))*(n=(e.x-o.x)*(i.y-e.y)-(e.y-o.y)*(i.x-e.x))>0)}class AraPo{constructor(t,i,e,o,s,n,r,h,a,l,$,m,c,g,y,f,d,u,_,R,w,C){this.araXy=t,this.r=i,this.rtAn=e,this.nuCr=s,this.deX=13,this.hi=n,this.lCo1=r,this.lCo2=h,this.fCo1=a,this.fCo2=l,this.bsCo=$,this.nuSk=o,this.mvH=m,this.mvR=c,this.itRTp=g,this.itThRa=y,this.mvThRa=f,!0==d?this.itH=_R.random_num(0,.2)*_miW:this.itH=0,this.isF=u,this.nuArNo=_,this.sp=w,"tp"==R?(this.bsH=0,this.snH=1):"bt"==R?(this.bsH=C,this.snH=-1):"rd"==R&&(this.bsH=_R.random_choice([0,C]),0==this.bsH?this.snH=1:this.snH=-1),this.stSk(),this.arArNoPa=[];for(let x=0;x<this.nuArNo;x++){let P=_R.random_num(.00125,.0075)*_R.random_choice([-1,1]),O=_R.random_num(.2,1)*_R.random_choice([-1,1]),b=_R.random_num(2,5),k=_R.random_num(0,2*PI),S=_R.random_num(0,1e4);this.arArNoPa[x]=[P,O,b,k,S]}}stSk(){this.arR=[];let t=2*this.r/(2*this.nuSk-1);for(let i=0;i<this.nuSk;i++)"st"==this.itRTp?this.arR[i]=this.r:"nT"==this.itRTp?this.arR[i]=this.r-t*i:this.arR[i]=this.r-t*(this.nuSk-1-i)}draw(){!0==this.isF?fill(this.fCo1):noFill();let t=this.bsH;for(let i=0;i<this.nuSk;i++){let e=[];for(let o=0;o<this.nuArNo;o++)e[o]=f_02(this.arArNoPa[o][0],this.arArNoPa[o][1],this.arArNoPa[o][2],this.arArNoPa[o][3],this.arArNoPa[o][4],i/(this.nuSk-1));stroke(lerpColor(this.lCo1,this.lCo2,e[0])),!0==this.isF&&fill(lerpColor(this.fCo1,this.fCo2,e[1]));let s;s=!0==this.mvR?(.9*e[2]+.1)*this.arR[i]:((1-e[2]**6)*.9+.1)*this.arR[i];let n;n=!0==this.mvH?(.9*e[3]+.1)*this.hi*this.snH:this.hi*this.snH;let r;r=!0==this.mvThRa?.9*e[4]+.1:this.itThRa,push(),translate(this.araXy.x,this.araXy.y,t+this.itH*this.snH),"cy"==this.sp?drCy(this.nuCr,s,n*r,this.rtAn,this.deX):"el"==this.sp&&drEl(this.nuCr,s,n*r,this.rtAn),pop(),t+=n}push(),noFill(),stroke(this.bsCo),translate(this.araXy.x,this.araXy.y,-_miW/100),drCy(this.nuCr,this.r,_miW/100,this.rtAn,2),pop()}}function f_02(t,i,e,o,s,n){return .5*sin(o+2*PI*e*noise(t*_ct+n*i+s))+.5}function drCy(t,i,e,o,s){push(),rotateX(PI/2),rotateY(-2*PI/t/2),translate(0,e/2),rotateY(o),cylinder(i,e,t+1,s,!0,!0),pop()}function drEl(t,i,e,o){push(),rotateX(PI/2),rotateY(-2*PI/t/2),translate(0,e/4,0),rotateY(o),ellipsoid(i,e/2,i,t,24),pop()}class vi{constructor(){this.rat=15,this.tlPr=1,this.tlCt=this.rat,this.arTl=[0,PI/6,PI/2],this.arYSf=[_miW/5,_miW/6,0],this.tl_i=_R.random_choice([0,1,1,2]),this.ySf=this.arYSf[this.tl_i],this.tl=this.arTl[this.tl_i],this.zoPr=1,this.zoCt=this.rat,this.arZo=[.75,1,1.67],this.zo_i=_R.random_choice([0,1,1,2]),this.zo=this.arZo[this.zo_i];let t=_miW/2e3*pixelDensity();this.arSw=[t*this.arZo[0],t*this.arZo[1],t*this.arZo[2]],this.sw=this.arSw[this.zo_i]}stTlTg(t){this.tlPv=this.tl,this.tl_i=(t+this.arTl.length)%this.arTl.length,this.tlTg=this.arTl[this.tl_i],this.ySfPv=this.ySf,this.ySfTg=this.arYSf[this.tl_i],this.tlCt=0,this.tlPr=0}doTl(){this.tlCt++,this.tlPr=this.tlCt/this.rat;let t=esIO(this.rat,this.tlCt,2);this.tl=lerp(this.tlPv,this.tlTg,t),this.ySf=lerp(this.ySfPv,this.ySfTg,t)}stZoTg(t){this.zoPv=this.zo,this.swPv=this.sw,this.zo_i=t%this.arZo.length,this.zoTg=this.arZo[this.zo_i],this.swTg=this.arSw[this.zo_i],this.zoCt=0,this.zoPr=0}doZo(){this.zoCt++,this.zoPr=this.zoCt/this.rat;let t=esIO(this.rat,this.zoCt,2);this.zo=lerp(this.zoPv,this.zoTg,t),this.sw=lerp(this.swPv,this.swTg,t),strokeWeight(this.sw)}}function esI(t,i,e){return(i/t)**e}function esO(t,i,e){return 1-esI(t,t-i,e)}function esIO(t,i,e){let o,s;return i<t/2?s=esI(t,o=2*i,e)/2:(o=2*i-t,s=esO(t,o,e)/2+.5),s}function draw(){_vi.zoPr<1&&_vi.doZo(),scale(_vi.zo),background(_bC),ortho(-width/2,width/2,-height/2,height/2,-(2*_maW),2*_maW),translate(0,_vi.ySf,0),rotateX(PI/2-_vi.tl),rotateZ(PI/4+_rtZ),_rgRc.draw(),_ct++,_rtZ+=.003*_rtZO,_vi.tlPr<1&&_vi.doTl()}function keyPressed(){keyCode==LEFT_ARROW?-1==_rtZO||1==_rtZO?_rtZO=0:0==_rtZO&&(_rtZO=1):keyCode==RIGHT_ARROW?_rtZO=-1==_rtZO||1==_rtZO?0:-1:keyCode==UP_ARROW?_vi.stTlTg(_vi.tl_i+1):keyCode==DOWN_ARROW?_vi.stTlTg(_vi.tl_i-1):" "==key&&_vi.stZoTg(_vi.zo_i+1)}function mouseReleased(){let t=_R.random_int(0,_vi.arTl.length-1),i=_R.random_int(0,_vi.arZo.length-1);for(;t==_vi.tl_i&&i==_vi.zo_i;)t=_R.random_int(0,_vi.arTl.length-1),i=_R.random_int(0,_vi.arZo.length-1);_vi.stTlTg(t),_vi.stZoTg(i)}
0x0d998d02…b238sent to0x99a9b7c1…b069·#19,232,564·0x4f4ef72b…699f2b
Through this work, I want the viewer to feel the different beauty that can be discovered by looking at one world from different perspectives. This work offers a small, single world like a box garden composed of various three-dimensional objects. The objects that make up this world do not collide with each other. When viewing this world from three different angles, the viewer discovers a completely different visual interest. Initially, the viewpoint is from an angle, then from a horizontal viewpoint directly beside it, and finally from a viewpoint directly above it. These three-dimensional objects appear to be arranged in a disarray, but when viewed from directly above, they are found to be laid out on a flat surface without overlapping each other. The orderliness of the flat surface, the clutter with different heights, sizes, and colors, and the pulsating motion of each object express a pleasing balance between cosmos and chaos. The first step was to figure out how to pack polygons on a plane. After laying out any number of triangles, squares, pentagons, etc., according to the algorithm, I stood them up in the three-dimensional direction and added a wavy movement in response to the noise. Careful attention was paid to the balance between the tidy state and the disjointed appearance. A viewer can see a unique world, which can be viewed from three different angles (by pushing up arrow key or down arrow key) and experience the beauty of a world from different angles. Additionally, you can zoom in to see more details or zoom out to see the whole picture (by pushing space key). *How to interact: - Up or down arrow key: Change angle of viewpoint - Right or left arrow key: Change direction of rotation or stop - Space key: Zoom in or out - Click or tap: Randomly change angle and zoom I believe I was able to express the beauty and interest of the combination of simple shapes. The WEBGL-based system enables light 3D movement, the packing algorithm shows the beauty of alignment, and the line-based three-dimensional objects give the texture of fine line drawings.
0xc21c0dda…8173sent to0x99a9b7c1…b069·#19,100,797·0x85f90ba8…426ef8
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_=pixelDensity();pixelDensity(1),(BL=createGraphics(36*BR,24*BR)).background(255),BL.textFont("TIMES"),BL.textSize(TIS),BL.fill(0),BL.textAlign(CENTER),"poetic image"==bitName?BL.text(txtImg,18*BR,TIY*BR):(BL.textAlign(CENTER,CENTER),BL.text(txtImg,1.2*BR,TIY,36*BR,24*BR)),BL.loadPixels();for(let $=0;$<24*BR;$++){for(let t=0;t<36*BR;t++){let e=(t+36*$*BR)*4;BL.pixels[e]<130&&bitImage.push(.25*e)}pixelDensity(_)}}for(i=0;i<ST;i++)WD?(ANI.push(new TEXTS(-100*M,-100*M,WA[TV],R.RC(TPL))),TV=(TV+1)%WA.length):(ANI.push(new TEXTS(-100*M,-100*M,ML,R.RC(TPL))),TV=(TV+1)%TXT.length," "==TXT.charAt(TV)&&(TV=(TV+1)%TXT.length),ML=TXT.charAt(TV));previewImage()}function draw(){if(fullscreen()?noCursor():cursor(ARROW),PA||(TLS?(fill(BGC[0],BGC[1],BGC[2],8),rect(0,0,1.5*D,D)):(clear(),background(BGC))),textFont(MFN),textStyle(FST),textSize(D*FS*.0025),START||TMR>-95||!WC){VO||vidOn(),BC&&textSize(D*max(833333e-9*FS,.022));for(let _=0;_<BA.length;_++)SHDW&&(fill(BA[_].black[0],BA[_].black[1],BA[_].black[2]),text(BA[_].txt,BA[_].posX+4*M,BA[_].posY+4*M)),fill(BA[_].CLR),OTL&&(noFill(),strokeWeight(2*M),stroke(BA[_].CLR)),textAlign(CENTER,CENTER),push(),TLS?translate(R.RN(0,8),R.RI(0,8)):translate(R.RN(0,1.25),R.RN(0,1.25)),text(BA[_].txt,BA[_].posX,BA[_].posY),pop(),START||BA[_].update();TMR>0&&WC&&(v.loadPixels(),PF.copy(v,0,0,v.width,v.height,0,0,v.width,v.height)),--TMR<1&&(START=!1,"moving"==ani&&(BA=[]))}if(TMR<1){if(WC&&(v.loadPixels(),PF.loadPixels(),FullMo=0,!PA))for(let $=0;$<v.height;$++)for(let t=0;t<v.width;t++){let e=(t+$*v.width)*4,s=PF.pixels[e+0],o=PF.pixels[e+1],n=PF.pixels[e+2],a=v.pixels[e+0],l=v.pixels[e+1],h;dist(a,l,v.pixels[e+2],s,o,n)>thrsh&&(FullMo++,CM&&TI(t,$))}WC||LG||/\bHeadlessChrome/.test(navigator.userAgent)||(strokeWeight(4*M),stroke([90,90,110]),fill(TPL[0]),textAlign(CENTER,TOP),textSize(.06*D),textFont("Times"),textStyle("normal"),text("open in LIVE VIEW in a new frame\nfor movable type.\n\nIf camera is unavailable, click in this window,\nthen use the first two keyboard rows (1-0 and q-p)\nto interact with your text.",.1*D,.23*D,1.3*D,D),textStyle(FST),textFont(MFN)),keyIsDown("80")&&P(0,11),keyIsDown("79")&&P(1,11),keyIsDown("73")&&P(2,11),keyIsDown("85")&&P(3,11),keyIsDown("89")&&P(4,11),keyIsDown("84")&&P(5,11),keyIsDown("82")&&P(6,11),keyIsDown("69")&&P(7,11),keyIsDown("87")&&P(8,11),keyIsDown("81")&&P(9,11),keyIsDown("48")&&P(0,0),keyIsDown("57")&&P(1,0),keyIsDown("56")&&P(2,0),keyIsDown("55")&&P(3,0),keyIsDown("54")&&P(4,0),keyIsDown("53")&&P(5,0),keyIsDown("52")&&P(6,0),keyIsDown("51")&&P(7,0),keyIsDown("50")&&P(8,0),keyIsDown("49")&&P(9,0),textSize(D*FS*.0025),textAlign(CENTER,CENTER);for(let r=0;r<ANI.length;r++){let T=(r+1+SN)%ANI.length;!(FullMo>0)&&WC&&CM||PA||ANI[T].update(),SHDW&&(fill(ANI[T].black[0],ANI[T].black[1],ANI[T].black[2]),text(ANI[T].txt,ANI[T].posX+4*M,ANI[T].posY+4*M)),fill(ANI[T].CLR),noStroke(),OTL&&(noFill(),strokeWeight(2*M),stroke(ANI[T].CLR)),text(ANI[T].txt,ANI[T].posX,ANI[T].posY)}PF.copy(v,0,0,v.width,v.height,0,0,v.width,v.height)}if(START&&VO){v.loadPixels(),PF.copy(v,0,0,v.width,v.height,0,0,v.width,v.height);for(let d=0;d<ANI.length;d++)ANI[d].posX=-1e3,ANI[d].posY=-1e3}OL&&overlay(),CS>0&&(CS--,textStyle("normal"),fill(TPL[0]),textAlign(LEFT,TOP),stroke([90,90,110]),textSize(.04*D),textFont("Times"),textStyle("normal"),text("camera sensitivity: "+abs(165-thrsh)+"\n(higher numbers = more text)",20*M,20*M),textStyle(FST),textFont(MFN))}GR();class TEXTS{constructor(_,$,t,e){this.accel=0,SHDW&&(this.black=[0,0,0]),CRV&&(this.accel=M),this.posX=_,this.posY=$,this.txt=t,this.CLR=e;let s=R.RD();("open to the sky"==dir||"spreading stories"==dir||"twisting"==dir||"spirals"==dir)&&(s<.5?this.dir="widdershins":this.dir="clockwise"),("spirals"==dir||"the stretch"==dir)&&((s=R.RD())<.5?this.dirY="up":this.dirY="down")}update(){this.posX>-300*M&&this.posX<WT+300*M&&this.posY<HT+300*M&&this.posY>-300*M&&this.CLR!=BGC&&"stand"!=dir&&(this.CLR[0]=round(this.CLR[0]*FR+BGC[0]*(1-FR)),this.CLR[1]=round(this.CLR[1]*FR+BGC[1]*(1-FR)),this.CLR[2]=round(this.CLR[2]*FR+BGC[2]*(1-FR)),SHDW&&(this.black[0]=round(this.black[0]*FR+BGC[0]*(1-FR)),this.black[1]=round(this.black[1]*FR+BGC[1]*(1-FR)),this.black[2]=round(this.black[2]*FR+BGC[2]*(1-FR))),("open to the sky"==dir||"spreading stories"==dir||"twisting"==dir||"spirals"==dir)&&("clockwise"==this.dir?this.posX+=M*SP:this.posX-=M*SP),("open to the sky"==dir||"float"==dir||"up"==this.dirY)&&(this.posY-=M*SP,CRV&&(this.posX-=this.accel,this.accel=this.accel+.045*SP)),("spreading stories"==dir||"rain"==dir||"down"==this.dirY)&&(CRV&&(this.posX+=this.accel,this.accel=this.accel+.045*SP),this.posY+=M*SP),"widdershins"==dir&&(this.posX-=M*SP),"clockwise"==dir&&(this.posX+=M*SP))}}function keyPressed(){if("f"==key){let _=fullscreen();fullscreen(!_)}if("d"==key&&saveCanvas("STILL-MOVING","png"),keyCode===UP_ARROW?((thrsh-=5)<15&&(thrsh=15),CS=25,clear(),background(BGC)):keyCode===DOWN_ARROW&&((thrsh+=5)>165&&(thrsh=165),clear(),background(BGC),CS=25)," "==key&&pp(),"s"==key){let $=PO;for(x=0;x<$.length;x+=5)splice($," ",x);$.unshift("STILL MOVING"),saveStrings($,"STILL-MOVING.txt")}"v"==key&&(OL=!OL,LG=1),"c"==key&&(CM=!CM)}function pp(){PA=PA?0:1}function windowResized(){/\bHeadlessChrome/.test(navigator.userAgent)||WR()}function WR(){SZ(),BA=[],resizeCanvas(1.5*D,D),START&&previewImage()}function previewImage(){START=1,BA=[],clear(),background(BGC);let _=0;for(let $=0;$<bitImage.length;$++){let t=bitImage[$]%(36*BR),e=(bitImage[$]-t)/(36*BR),s=(t+.5)*IS/BR,o=(e+.5)*IS/BR;MR&&(s=1.5*D-s),UD&&(o=D-o);let n=[...R.RC(TPL)];if(1==TPL.length){let a=R.RN(.45,1);n[0]=round(n[0]*a+BGC[0]*(1-a)),n[1]=round(n[1]*a+BGC[1]*(1-a)),n[2]=round(n[2]*a+BGC[2]*(1-a))}BA.push(new TEXTS(s,o,TXT.charAt(_),n)),_=(_+1)%TXT.length," "==TXT.charAt(_)&&(_=(_+1)%TXT.length)}}function vidOn(){/\bHeadlessChrome/.test(navigator.userAgent)||((v=createCapture(VIDEO,function(_){WC=_.active})).size(VW,VH),VO=1,v.hide(),PF=createImage(v.width,v.height))}function SZ(){M=(D=Math.min((WT=window.innerWidth)/1.5,HT=window.innerHeight))/DS,IS=1.00125*D/VH}function overlay(){fill(255,255,255,80),rect(.02*D,.02*D,1.46*D,.96*D),strokeWeight(5*M),stroke([90,90,110]),textSize(.1*D),textAlign(LEFT,CENTER),textFont("Times"),textStyle("normal"),fill(TPL[0]);let _=TXT;HSH&&(_=_.split("").join(" ")),text(_,.05*D,0,1.4*D,D),textStyle(FST),textFont(MFN)}function TI(_,$){_=map(_,0,35,0,1.5*D),$=map($,0,23,0,D),SN=(SN+1)%ST,SHDW&&(ANI[SN].black=[0,0,0]),UMR?ANI[SN].posX=_:ANI[SN].posX=1.5*D-_,UD?ANI[SN].posY=D-$:ANI[SN].posY=$,ANI[SN].accel=M,ANI[SN].CLR=[...R.RC(TPL)]}function P(_,$){TI(map(_,0,9,0,35)+R.RN(-2.5,2.5),R.RN($,12+$)),LG=1}
0xee50e712…e8cbsent to0x99a9b7c1…b069·#19,099,725·0x0403bb48…c216df
Proscenium is a generative geometry that starts as the snapshot of a world and ends as paint on canvas. It defines a set of instructions to produce a self-painting landscape where the laws of physics are reimagined; paint can bounce like rubber and the land itself is a canvas that collapses from three dimensions down to two. Proscenium's world is adorned with stylized structures, above which formations of paint drops are suspended in the air. As gravity takes hold, the paint falls and bounces across the land. After all the drops have settled or fallen off the canvas, the terrain is flattened, all except for the paint left behind by each bounce. This technique, leaving marks in three dimensions and then flattening down to two, creates a rich variety of shapes that reflect the character of the now invisible world. For many, Proscenium will begin as a stretched canvas print on a wall, perhaps momentarily mistaken for a reproduction of a painting. The myriad hints scattered like breadcrumbs throughout the collection's outputs will guide curious observers down a rabbit hole. It leads through experiencing the live render and ultimately towards a new appreciation of what's possible with digital art and software as a most infinite medium. It's there that Proscenium finds itself: not quite a pure physical simulacrum, nor a pure digital artifact of computers as we know them. It's an enactment of an idea made possible only through software as a multiplier and accelerant on thought itself - the human imagination - and its boundless possibilities. In that way, capturing the essence of paint dripped on canvas belies the work's true nature, painting over the fourth wall. Also known as the proscenium, the fourth wall is the physical space on a theater's stage between the curtain and the audience. The making of the art, the code, and the simulated world with its laws of physics that produce each piece are all obscured by the output image and its opaque printed copies. --- #### Live Render Controls and Settings Press 1 to reset the positions of the Camera and Artwork. Fixed Camera (Default) - Click and drag to rotate Artwork - Scroll to zoom Camera First Person Camera (Press 2 to Toggle) - W, A, S, D to move Camera in any direction - V to move Camera down towards the Artwork - Space to move Camera up away from the Artwork - Click and drag to rotate Camera Render - P to toggle Pause - 1 to reset Camera and Artwork Position - 2 to toggle Camera Mode between Fixed and First Person - 3 to render from Camera Position (!) - 4 to render with Flash Photography (!) - 5 to render without Canvas Texture (!) - 6 to render without All Textures (!) - 7 to render faster without Live View (!) - 8 to render sharpest with 8x Supersample (!!) - 9 to render for Print (!!) - 0 to reset to Defaults (!) *(!) Restarts render from the beginning, press again to toggle off* *(!!) Same, plus these are very large tiled renders, with no Live View, and can take an hour or so*
0x3b1383e0…50dasent to0x99a9b7c1…b069·#18,982,224·0x79b68c90…998ccd
|i.bodyA&&i.bodyA.isStatic,a=!i.bodyB||i.bodyB&&i.bodyB.isStatic,r||a||se.solve(e[o],n)},solve:(e,t)=>{var n=e.bodyA,o=e.bodyB,i=e.pointA,r=e.pointB;if(n||o){n&&!n.isStatic&&(j.rotate(i,n.angle-e.angleA,i),e.angleA=n.angle),o&&!o.isStatic&&(j.rotate(r,o.angle-e.angleB,r),e.angleB=o.angle);var a=i,s=r;if(n&&(a=j.add(n.position,i)),o&&(s=j.add(o.position,r)),a&&s){var c=j.sub(a,s),l=j.magnitude(c);l<se._ml&&(l=se._ml);var v,p,x,d,m,u=(l-e.length)/l,y=1<=e.stiffness||0===e.length?e.stiffness*t:e.stiffness*t*t,f=e.damping*t,g=j.mult(c,u*y),b=(n?n.inverseMass:0)+(o?o.inverseMass:0),h=b+((n?n.inverseInertia:0)+(o?o.inverseInertia:0));if(0<f){var _=j.create();x=j.div(c,l),m=j.sub(o&&j.sub(o.position,o.positionPrev)||_,n&&j.sub(n.position,n.positionPrev)||_),d=j.dot(x,m)}n&&!n.isStatic&&(p=n.inverseMass/b,n.constraintIp.x-=g.x*p,n.constraintIp.y-=g.y*p,n.position.x-=g.x*p,n.position.y-=g.y*p,0<f&&(n.positionPrev.x-=f*x.x*d*p,n.positionPrev.y-=f*x.y*d*p),v=j.cross(i,g)/h*se._td*n.inverseInertia*(1-e.angularStiffness),n.constraintIp.angle-=v,n.angle-=v),o&&!o.isStatic&&(p=o.inverseMass/b,o.constraintIp.x+=g.x*p,o.constraintIp.y+=g.y*p,o.position.x+=g.x*p,o.position.y+=g.y*p,0<f&&(o.positionPrev.x+=f*x.x*d*p,o.positionPrev.y+=f*x.y*d*p),v=j.cross(r,g)/h*se._td*o.inverseInertia*(1-e.angularStiffness),o.constraintIp.angle+=v,o.angle+=v)}}},postSolveAll:e=>{for(var t=0;t<e.length;t++){var n=e[t],o=n.constraintIp;if(!(n.isStatic||0===o.x&&0===o.y&&0===o.angle)){for(var i,r=0;r<n.parts.length;r++)i=n.parts[r],H.translate(i.vertices,o),0<r&&(i.position.x+=o.x,i.position.y+=o.y),0!==o.angle&&(H.rotate(i.vertices,o.angle,n.position),K(i.axes,o.angle),0<r&&j.rotateAbout(i.position,o.angle,n.position,i.position)),Z.update(i.bounds,i.vertices,n.vel);o.angle*=se._w,o.x*=se._w,o.y*=se._w}}}},ce={create:e=>q.extend({bodies:[],pairs:null},e),setBodies:(e,t)=>{e.bodies=t.slice(0)},collisions:e=>{var t,n,o=[],i=e.pairs,r=e.bodies,a=r.length,s=ce.canCollide,c=ne.collides;for(r.sort(ce._compareBoundsX),t=0;t<a;t++){var l=r[t],v=l.bounds,p=l.bounds.max.x,x=l.bounds.max.y,d=l.bounds.min.y,m=l.isStatic,u=l.parts.length,y=1===u;for(n=t+1;n<a;n++){var f=r[n];if((R=f.bounds).min.x>p)break;if(!(x<R.min.y||d>R.max.y)&&(!m||!f.isStatic)&&s(l.filter,f.filter)){var g=f.parts.length;if(y&&1===g)(w=c(l,f,i))&&o.push(w);else for(var b=1<g?1:0,h=1<u?1:0;h<u;h++)for(var _=l.parts[h],S=(v=_.bounds,b);S<g;S++){var w,A=f.parts[S],R=A.bounds;v.min.x>R.max.x||v.max.x<R.min.x||v.max.y<R.min.y||v.min.y>R.max.y||(w=c(_,A,i))&&o.push(w)}}}}return o},canCollide:(e,t)=>e.group===t.group&&0!==e.group?0<e.group:0!=(e.mask&t.category)&&0!=(t.mask&e.category),_compareBoundsX:(e,t)=>e.bounds.min.x-t.bounds.min.x},le={_rt:2};le._rtt=r(6),le._pd=.9,le._pw=.8,le._fnm=5,le._fms=e,le.preSolvePosition=e=>{var t,n,o,i=e.length;for(t=0;t<i;t++)(n=e[t]).isActive&&(o=n.activeContacts.length,n.collision.parentA.totalContacts+=o,n.collision.parentB.totalContacts+=o)},le.solvePosition=(e,t,n)=>{var o,i,r,a,s,c,l,v,p=le._pd*(n||1),x=q.clamp(t/q._bd,0,1),d=e.length;for(o=0;o<d;o++)(i=e[o]).isActive&&!i.isSensor&&(a=(r=i.collision).parentA,s=r.parentB,c=r.normal,i.separation=c.x*(s.positionIp.x+r.penetration.x-a.positionIp.x)+c.y*(s.positionIp.y+r.penetration.y-a.positionIp.y));for(o=0;o<d;o++)(i=e[o]).isActive&&!i.isSensor&&(a=(r=i.collision).parentA,s=r.parentB,c=r.normal,v=i.separation-i.slop*x,(a.isStatic||s.isStatic)&&(v*=2),a.isStatic||(l=p/a.totalContacts,a.positionIp.x+=c.x*v*l,a.positionIp.y+=c.y*v*l),s.isStatic||(l=p/s.totalContacts,s.positionIp.x-=c.x*v*l,s.positionIp.y-=c.y*v*l))},le.postSolvePosition=e=>{for(var t=le._pw,n=e.length,o=H.translate,i=Z.update,r=0;r<n;r++){var a=e[r],s=a.positionIp,c=s.x,l=s.y,v=a.vel;if(a.totalContacts=0,0!==c||0!==l){for(var p,x=0;x<a.parts.length;x++)o((p=a.parts[x]).vertices,s),i(p.bounds,p.vertices,v),p.position.x+=c,p.position.y+=l;a.positionPrev.x+=c,a.positionPrev.y+=l,0>c*v.x+l*v.y?(s.x=0,s.y=0):(s.x*=t,s.y*=t)}}},le.preSolveVel=e=>{var t,n,o=e.length;for(t=0;t<o;t++){var i=e[t];if(i.isActive&&!i.isSensor){var r=i.activeContacts,a=r.length,s=i.collision,c=s.parentA,l=s.parentB,v=s.normal,p=s.tangent;for(n=0;n<a;n++){var x=r[n],d=x.vertex,m=x.normalIp,u=x.tangentIp;if(0!==m||0!==u){var y=v.x*m+p.x*u,f=v.y*m+p.y*u;c.isStatic||(c.positionPrev.x+=y*c.inverseMass,c.positionPrev.y+=f*c.inverseMass,c.anglePrev+=c.inverseInertia*((d.x-c.position.x)*f-(d.y-c.position.y)*y)),l.isStatic||(l.positionPrev.x-=y*l.inverseMass,l.positionPrev.y-=f*l.inverseMass,l.anglePrev-=l.inverseInertia*((d.x-l.position.x)*f-(d.y-l.position.y)*y))}}}}},le.solveVel=(e,t)=>{var n,o,i,r,a=t/q._bd,c=a*a*a,l=-le._rt*a,v=le._rtt,p=le._fnm*a,x=le._fms,d=e.length;for(i=0;i<d;i++){var m=e[i];if(m.isActive&&!m.isSensor){var u=m.collision,y=u.parentA,f=u.parentB,g=y.vel,b=f.vel,h=u.normal.x,_=u.normal.y,S=u.tangent.x,w=u.tangent.y,A=m.activeContacts,R=A.length,P=1/R,E=y.inverseMass+f.inverseMass,I=m.friction*m.frictionStatic*p;for(g.x=y.position.x-y.positionPrev.x,g.y=y.position.y-y.positionPrev.y,b.x=f.position.x-f.positionPrev.x,b.y=f.position.y-f.positionPrev.y,y.angularVel=y.angle-y.anglePrev,f.angularVel=f.angle-f.anglePrev,r=0;r<R;r++){var C=A[r],B=C.vertex,T=B.x-y.position.x,M=B.y-y.position.y,U=B.x-f.position.x,z=B.y-f.position.y,V=g.x-M*y.angularVel,F=g.y+T*y.angularVel,k=V-(b.x-z*f.angularVel),L=F-(b.y+U*f.angularVel),O=h*k+_*L,D=S*k+w*L,X=m.separation+O,N=s(X,1),$=(N=0>X?0:N)*I;D<-$||D>$?(o=0<D?D:-D,(n=m.friction*(0<D?1:-1)*c)<-o?n=-o:n>o&&(n=o)):(n=D,o=x);var Y=T*_-M*h,G=U*_-z*h,W=P/(E+y.inverseInertia*Y*Y+f.inverseInertia*G*G),j=(1+m.restitution)*O*W;if(n*=W,O<l)C.normalIp=0;else{var K=C.normalIp;C.normalIp+=j,0<C.normalIp&&(C.normalIp=0),j=C.normalIp-K}if(D<-v||D>v)C.tangentIp=0;else{var H=C.tangentIp;C.tangentIp+=n,C.tangentIp<-o&&(C.tangentIp=-o),C.tangentIp>o&&(C.tangentIp=o),n=C.tangentIp-H}var Z=h*j+S*n,J=_*j+w*n;y.isStatic||(y.positionPrev.x+=Z*y.inverseMass,y.positionPrev.y+=J*y.inverseMass,y.anglePrev+=(T*J-M*Z)*y.inverseInertia),f.isStatic||(f.positionPrev.x-=Z*f.inverseMass,f.positionPrev.y-=J*f.inverseMass,f.anglePrev-=(U*J-z*Z)*f.inverseInertia)}}}};var ve={create:e=>{e=e||{};var t=q.extend({posIt:6,velIt:4,conIt:2,gravity:{x:0,y:1,scale:.001},timing:{timestamp:0,timeScale:1,lastDelta:0,lastElapsed:0}},e);return t.world=e.world||ae.create(),t.pairs=e.pairs||(e=>q.extend({table:{},list:[],collisionStart:[],collisionActive:[],collisionEnd:[]},e))(),t.detector=e.detector||ce.create(),t.grid={buckets:[]},t.world.gravity=t.gravity,t.broadphase=t.grid,t.metrics={},t},update:(e,t)=>{var n,o=q.now(),i=e.world,r=e.detector,a=e.pairs,s=e.timing,c=s.timestamp;t=void 0===t?q._bd:t,t*=s.timeScale,s.timestamp+=t,s.lastDelta=t;var l=ae.allBodies(i),v=ae.allConstraints(i);for(i.isModified&&(ce.setBodies(r,l),ae.setModified(i,!1,!1,!0)),ve._bag(l,e.gravity),0<t&&ve._bu(l,t),se.preSolveAll(l),n=0;n<e.conIt;n++)se.solveAll(v,t);se.postSolveAll(l),r.pairs=e.pairs,((e,t,n)=>{var o,i,r,a,s=e.list,c=s.length,l=e.table,v=t.length,p=e.collisionStart,x=e.collisionEnd,d=e.collisionActive;for(p.length=0,x.length=0,d.length=0,a=0;a<c;a++)s[a].confirmedActive=!1;for(a=0;a<v;a++)(r=(o=t[a]).pair)?(r.isActive?d.push(r):p.push(r),te.update(r,o,n),r.confirmedActive=!0):(l[(r=te.create(o,n)).id]=r,p.push(r),s.push(r));var m=[];for(c=s.length,a=0;a<c;a++)(r=s[a]).confirmedActive||(te.setActive(r,!1,n),x.push(r),m.push(a));for(a=0;a<m.length;a++)r=s[i=m[a]-a],s.splice(i,1),delete l[r.id]})(a,ce.collisions(r),c);var 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fc;\nmat2 r2d(float t){return mat2(cos(t),sin(t),-sin(t),cos(t));}\nvec2 rUV(vec2 st,float t){float sr=sin(t),cr=cos(t);return vec2(cr*(st.x)+sr*(st.y)+.5,cr*(st.y)-sr*(st.x)+.5);}\nfloat rand(vec2 st){return fract(sin(dot(st,vec2(12.9898,78.233)))*43758.5453);}\nvec2 gO(vec4 bdP){\nvec2 pos=bdP.xy/uVp.xy;\npos.y=(1.-pos.y)/uVp.z;\nreturn pos;\n}\nfloat rect(vec2 st,vec4 bdP,vec4 bdS,float f){\nfloat x=(1.-bdS.x/max(uVp.z,1.)/(1./BASE))/2.; \nfloat y=(1.-bdS.y/max(uVp.z,1.)/(1./BASE))/2.;\nx*=1.-.5*bdS.z*bdS.x;\nx*=1.0015;y*=1.0015;\nst=rUV(st-gO(bdP),PI-bdP.z);\nvec2 wBl=st,wTr=st;\nwBl.x-=bdS.z*st.y*bdS.x*.5;\nwTr.x+=bdS.z*st.y*bdS.x*.5;\nwBl.y-=bdS.z*st.y*.11;\nwTr.y-=bdS.z*st.y*.05;\nvec2 bl=smoothstep(vec2(x-f,y-f),vec2(x+f,y+f),wBl);\nvec2 tr=smoothstep(vec2(x-f,y-f),vec2(x+f,y+f),1.-wTr);\nreturn bl.x*bl.y*tr.x*tr.y;\n}\nvec2 tU(vec2 st,vec4 bdP,vec4 bdS,int i){\nreturn rUV((st-gO(bdP))*(1./BASE)*max(uVp.z, 1.),PI*.5-bdP.z)\n*vec2(1./TILE,1.)\n*vec2((1./(3.0+1.))*(bdS.w-1.),1.)\n+vec2(.5*max(1.-TILE,0.)+(1./TILE)*float(i/8),0.);\n}\nfloat tM(int i,int o){return step(float(i+o&7),0.);}\nvoid main(){\nvec2 uv=vUv;\nuv.y/=uVp.z;\nvec4 b=vec4(uCd,1.);\nvec4 w=vec4(uCl,1.);\nvec4 c=mix(w,b,uI);\nfor (int i=0;i<COUNT;i++){\nvec4 bdP=uBdP[i];\nvec4 bdS=uBdS[i];\nvec3 bdA=uBdA[i];\nfloat r=.93*rect(uv,bdP,bdS,F)*bdP.w;\nc = max(c-r,0.);\nvec2 tO=vec2(-.7*pow(1.-bdS.y,4.),0.); \nvec2 tA=vec2(0.,\nsin(uT*.00005*(.1+.9*pow(bdA.y,4.)))+.5*mod(bdA.z,999.)\n)*r2d(bdP.z);\nvec2 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C=vec4(.211324865405187,.366025403784439,-.577350269189626,.024390243902439);vec2 i=floor(v+dot(v,C.yy));vec2 x0=v-i+dot(i,C.xx);vec2 i1;i1=(x0.x>x0.y)?vec2(1.,0.):vec2(0.,1.);vec4 x12=x0.xyxy+C.xxzz;x12.xy-=i1;i=mod289(i);vec3 p=permute(permute(i.y+vec3(0.,i1.y,1.))+i.x+vec3(0.,i1.x,1.));vec3 m=max(.5-vec3(dot(x0,x0),dot(x12.xy,x12.xy),dot(x12.zw,x12.zw)),0.);m=m*m;m=m*m;vec3 x=2.*fract(p*C.www)-1.;vec3 h=abs(x)-.5;vec3 ox=floor(x+.5);vec3 a0=x-ox;m*=1.79284291400159-.85373472095314*(a0*a0+h*h);vec3 g;g.x=a0.x*x0.x+h.x*x0.y;g.yz=a0.yz*x12.xz+h.yz*x12.yw;return 130.*dot(m,g);}\nfloat g1(float x,float k){x=clamp(x,0.,1.);float s=sign(x-.5);float o=(1.+s)/2.;return o-.5*s*pow(2.*(o-s*x),k);}\nfloat gN(float x,float a){return g1(x,1.2+.8*a);}\n\n// Copyright (c) 2022 Adam Lastowka (MIT License)\n#define D65 vec3(.950456,1.,1.089058)\nvec3 rgb2xyz(vec3 rgb){return rgb*mat3(.4124,.3576,.1805,.2126,.7152,.0722,.0193,.1192,.9505);}\nvec3 xyz2rgb(vec3 xyz){return xyz*mat3(3.2406255,-1.5372080,-.4986286,-.9689307,1.8757561,.0415175,.0557101,-.2040211,1.0569959);}\nfloat xyz2labF(float x){return x>.00885645167?pow(x,1./3.):7.78703703704*x+.13793103448;}\nvec3 xyz2lab(vec3 xyz){\nvec3 s=xyz/D65;\ns=vec3(xyz2labF(s.x),xyz2labF(s.y),xyz2labF(s.z));\nreturn vec3((116.*s.y)-16.,500.*(s.x-s.y),200.*(s.y-s.z));\n}\nfloat lab2xyzF(float x){return x>.206897?x*x*x:(.12841854934*(x-0.137931034));}\nvec3 lab2xyz(vec3 lab){\nfloat w=(lab.x+16.)/116.;\nreturn D65*vec3(lab2xyzF(w+lab.y/500.),lab2xyzF(w),lab2xyzF(w-lab.z/200.));\n}\nvec3 rgb2lab(vec3 rgb){return xyz2lab(rgb2xyz(rgb));}\nvec3 lab2rgb(vec3 lab){retu
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